Q-DI-1Q.60
What is the difference between the total number of scarves sold by store M in 2003 and 2004 together and total number of scarves sold by store N in 2005 and 2006 together ?
- (1) 160
- (2) 100
- (3) 140
- (4) 150
- (5) 120
Quantitative Aptitude
401 questions across 10 exam years. Answers for this topic
Directions · Q.60–64
Directions (60-64) : Refer to the graph and answer the given questions. Data related to the number of scarves sold by two stores (M and N) during 5 years (Bar graph; y-axis: Number of scarves sold, 0-400. Data table printed under the graph:)
| Year | 2002 | 2003 | 2004 | 2005 | 2006 |
|---|---|---|---|---|---|
| M | 240 | 190 | 320 | 190 | 210 |
| N | 360 | 300 | 250 | 260 | 370 |
What is the difference between the total number of scarves sold by store M in 2003 and 2004 together and total number of scarves sold by store N in 2005 and 2006 together ?
Number of scarves sold by store M decreased by what percent from 2004 to 2005 ?
Note: Mixed fractions printed stacked in source
If the respective ratio between total number of scarves sold by stores M and N together in 2002 and that in 2009 is 15 : 11, what is the total number of scarves sold by stores M and N together in 2009 ?
If the total number of scarves sold by stores M and N together in 2009 is 20% less than that in 2006, what is the total number of scarves sold by stores M and N together in 2009 ?
What is the average number of scarves sold by store N in 2003, 2004 and 2005 ?
Directions · Q.65–69
Directions (65-70) : Refer to the pie chart and answer the given questions. Percentage of bags available in different stores in July Total number of bags available in all stores together = 600 (Pie chart:)
| Store | Percentage |
|---|---|
| P | 20% |
| Q | 25% |
| R | 15% |
| S | 14% |
| T | 26% |
What is the central angle corresponding to number of bags available in store T ? ( in degree)
What is the difference between the average number of bags available in stores P and R together and the average number of bags available in stores S and T together ?
The respective ratio between number of bags available in store P in August and that available in the same store in July was 5 : 4. How many bags were available in store P in August as compared to July ?
In September, the total number of bags available in all the stores together was 90 more than that available in July. What was the percent increase in the total number of bags available in all the stores together from July to September ?
In July, 4/15 of the available bags in store Q remained unsold and 5/12 of the available bags in store S remain unsold. How many bags were sold by stores Q and S together in July ?
Note: Fractions printed stacked in source
Directions · Q.76–80
Directions (76-80) : Based on the following table answer the given questions.
| University | Total number of faculty members | Percentage of Assistant Professors | Number of Associate Professors |
|---|---|---|---|
| J | 250 | 60 | 75 |
| K | 180 | 75 | 24 |
| L | 150 | 80 | 16 |
| M | 100 | 63 | 21 |
(Note : The faculty members include Assistant Professors, Associate Professors and Professors only.)
What is the difference between the total number of Associate Professors in Universities J and M together and the total number of Professors in the same Universities together ?
In University M, 8/21 of the Assistant Professors are males and in University L, 3/5 of the Assistant Professors are males. What is the respective ratio between male Assistant Professors in University M and that in University L?
Note: Fractions printed stacked in source
What is the average number of Assistant Professors in Universities K, L and M ?
The total number of Professors in Universities J and K together is approximately what percent less than the number of Assistant Professors in University M ?
In University J, 72% faculty members are females. If three-fifth of the total Assistant Professors are females, what percent females are either Associate Professors or Professors ?
Directions · Q.42–46
Directions (42-46) : Based on the following table, answer the given questions.
| University | Number of faculty members | Percentage of Assistant Professors | Number of Associate Professors |
|---|---|---|---|
| J | 300 | 72 | 52 |
| K | 250 | 40 | 72 |
| L | 160 | 60 | 34 |
| M | 180 | 55 | 61 |
(Note : The Faculty Members include Assistant Professors, Associate Professors and Professors only.)
In University L, 5/12 of the Assistant Professors are males and in University M, 5/11 of the Assistant Professors are males. What is the respective ratio between male Assistant Professors in University L and that in University M ?
In University K, 80% faculty members are females. If three-fourth of the total Assistant Professors are females, what percent females are either Associate Professors or Professors ?
What is the difference between total number of Associate Professors in Universities L and M together and the total number of Professors in the same Universities together ?
The number of Professors in Universities J and K together is approximately what percent more than the number of Assistant Professors in University L ?
What is the average number of Assistant professors in Universities J, L and M ?
Directions · Q.54–58
Directions (54-58) : Refer to the graph and answer the given questions. Data related to number of scarves sold by two stores (M and N) during 5 years (Bar graph; Y-axis: Number of scarves sold. Data table printed below the graph:)
| Store | 2003 | 2004 | 2005 | 2006 | 2007 |
|---|---|---|---|---|---|
| M | 390 | 170 | 360 | 280 | 350 |
| N | 240 | 310 | 230 | 380 | 290 |
If the respective ratio between total number of scarves sold by stores M and N together in 2003 and that in 2006 is 7 : 11, what is the total number of scarves sold by stores M and N together in 2008 ?
Note: Verbatim as printed in source (ratio given for 2003 vs 2006; question asks about 2008)
If the total number of scarves sold by stores M and N together in 2010 is 105% of that in 2004, what is the total number of scarves sold by stores M and N together in 2010 ?
Number of scarves sold by store M decreased by what percent from 2005 to 2006 ?
What is the difference between total number of scarves sold by store M in 2003 and 2004 together and total number of scarves sold by store N in 2006 and 2007 together ?
What is the average number of scarves sold by store N in 2005, 2006 and 2007 ?
Directions · Q.70–74
Directions (70-74) : Refer to the pie chart and answer the given questions. Percentage of bags available in different stores in November 2011 Total number of bags available in all the stores together = 800
| Store | Percentage |
|---|---|
| P | 18% |
| Q | 24% |
| R | 30% |
| S | 16% |
| T | 12% |
In November, 1/12 of the available bags in store Q remained unsold and 3/15 of the available bags in store T remained unsold. How many bags were sold by stores Q and T together in November ?
What is the difference between the average number of bags available in stores P and Q together and the average number of bags available in stores R and S together ?
The respective ratio between the number of bags available in store R in December and that available in the same store in November was 7 : 6. How many bags were available in store R in December as compared to November ?
Note: Verbatim as printed in source
In January 2012, the total number of bags available in all the stores together was 40 more than that available in November. What was the percentage increase in the total number of bags available in all the stores together from November to January ?
What is the central angle corres-ponding to the number of bags available in store Q ? (in degree)
Directions · Q.51–55
Directions (51-55): Given below is the pie chart which shows the percentage distribution of a book ‘XYZ’ publishes in 5 different stores. Total books = 550
| Store | Percentage |
|---|---|
| A | 18% |
| B | 12% |
| C | 16% |
| D | 32% |
| E | 22% |
If number of female who bought the books in store E are 21 more than number of males who bought books from same store then find the number of females who bought book in store E.
Find the central angle for the book D.
If total books of another publisher ‘MNP’ is 20% more than books of ‘XYZ’ publisher then what will be total books sold by store A and B for publisher ‘MNP’. Percentage-distribution for different stores for MNP remains same as for ‘XYZ’
What is the ratio of total books sold by store A and C together to the total books sold by store D and E together
What is the difference between average of book sold by store A and E together and average books sold by store C and D together?
Directions · Q.66–70
Directions (66-70): Read the following table carefully and answer the following questions— No. of students and % of students passed out of those who appeared are given for two subjects from year 2001 to 2005 in a college XYZ.
| Year | Statistics: No. of students appeared | Statistics: % of students passed | Economics: No. of students appeared | Economics: % of students passed |
|---|---|---|---|---|
| 2001 | 2200 | 45% | 4200 | 40% |
| 2002 | 2700 | 55% | 3800 | 45% |
| 2003 | 2500 | 35% | 2600 | 60% |
| 2004 | 3200 | 65% | 4800 | 55% |
| 2005 | 4800 | 60% | 2200 | 50% |
Find the average number of students who were failed in Economics in year 2002 and year 2003 together?
Number of students failed in Statistics in the year 2003 is what % of the number of students failed in Economics in the same year?
Find the ratio between the total number of students appeared in Economics from 2002 to 2004 together and the total number of students appeared in Statistics from year 2003 to 2005 together?
Find the difference between the total number of students passed in Statistics from year 2002 and total number of students failed in Economics from year 2005.
Find the average number of students appeared in Economics from year 2001 to 2004 together?
Directions · Q.76–80
Directions (76-80): Study the following line graph carefully and answer the following questions. Number of males and number of females are given. They are visiting a place from Monday to Friday. [Line graph: Male and Female, Monday to Friday; y-axis 80 to 230. The question PDF shows the graph without data labels. Values as stated in the source's own solutions (S76-S80):]
| Day | Male | Female |
|---|---|---|
| MON | 160 | 170 |
| TUE | 140 | 190 |
| WED | 180 | 140 |
| THUS | 150 | 110 |
| FRI | 120 | 130 |
Find the ratio of the total number of males visited the place on Tuesday and Thursday together to the total number of females visited the place on Monday and Friday together?
Note: line graph is an unlabeled image in the question PDF; data values taken from the source solution PDF, not read off the chart
Total number of males and females together visited the place on Tuesday are what percent more/less than the total number of male and females together visited the place on Thursday ?
Note: line graph is an unlabeled image in the question PDF; data values taken from the source solution PDF, not read off the chart; option fractions are stacked in source
Find the difference between the total number of females visited the place from Monday to Wednesday and the total number of males visited the place from Wednesday to Friday?
Note: line graph is an unlabeled image in the question PDF; data values taken from the source solution PDF, not read off the chart
If on Saturday the number of males and number of females increased by 25% and 20% respectively as compared to that on Friday then find the total number of males and females together visited the place on Saturday?
Note: line graph is an unlabeled image in the question PDF; data values taken from the source solution PDF, not read off the chart
Total number of males and females visited the place on Monday and Tuesday together is how much more than the total number of males and females visited the place on Thursday and Friday together?
Note: line graph is an unlabeled image in the question PDF; data values taken from the source solution PDF, not read off the chart
Directions · Q.46–50
Directions (46-50): Study the line-graph carefully & answer the question given below. Line-graph given below shows the total no. of products for (kid + adult) in two different stores P & Q in five different years. [Chart has no data labels in the source; values below were read from the chart image in the source PDF and agree with the figures used in the source's own solutions]
| Year | Store P | Store Q |
|---|---|---|
| 2000 | 25 | 55 |
| 2001 | 40 | 30 |
| 2002 | 65 | 80 |
| 2003 | 55 | 60 |
| 2004 | 30 | 55 |
What is the difference between total no. of products in store P in year 2003 & 2004 together and total no. of products in year 2000?
If total products in both the stores in year 2006 is increased by 20% as compared to year 2004. Then find total no. of products in year 2006?
What is the ratio of total products in store Q in year 2002 & 2003 together to total products in store Q in year 2000?
What is the average no. of products in all the years together in store P?
Total no. of products in store P in year 2003 and in store Q in year 2004 together is what percent more/less than total no. of products in store Q in year 2000?
Directions · Q.56–60
Directions (56-60): Study the following paragraph carefully & answer the question given below. There are 1000 students in a college. Out of 1000 students some appeared in exams ‘X’, ‘Y’ and ‘Z’ while some not. Number of student not appeared in any exam is equal to number of students appeared in exam ‘Z’ only. Number of students appeared in exam ‘Y’ is 360. Ratio of number of students appeared in exam ‘X’ and ‘Y’ only to number of students appeared in exam ‘Y’ and ‘Z’ only is 2 : 3. Number of student appeared in exam ‘X’ and ‘Z’ both is half of number of students appeared in only exam ‘Z’. Number of students appeared in exam ‘X’ only is 50% more than number of students appeared in ‘Y’ only. Number of students appeared in all the three exam is 4% of the total number of students in the college. Number of students appeared in ‘Y’ exam only is same as number of students appeared in ‘Y’ and ‘Z’ only.
How many students appeared in at least two exams?
How many students appeared in two exams only?
How many students appeared in at most two exams?
How many students not appeared in exam Y?
How many students appeared in exam X or in exam Z?
Directions · Q.61–65
Direction (61-65): - Bar chart given below shows Number of tigers in different National Parks i.e. A to D of a country in two different years. Study the data carefully and answer the following questions [Chart has no data labels in the source; values below were read from the chart image in the source PDF and agree with the figures used in the source's own solutions]
| National Park | 1998 | 2018 |
|---|---|---|
| A | 64 | 36 |
| B | 40 | 52 |
| C | 48 | 32 |
| D | 80 | 48 |
Number of tigers in National Park B and C together in 2018 is how much less more/less than Number of tigers in National Park A and D together in 1998?
Number of tigers in National Park ‘D’ in both years together is what percent of the Number of tigers in National Park ‘C’ in both years together?
Find the ratio between number of tigers in National Park ‘A’ in 2018 to number of tigers in National Park ‘B’ in 1998?
Number of tigers in National Park ‘E’ in 2018 is 40% more than number of tigers in National Park ‘D’ in 1998 while number of tigers in National park ‘E’ in 1998 is 25% less than number of tigers in National Park ‘C’ in 2018. Find total number of tigers in National park ‘E’ in 1998 and 2018 together?
Average number of tigers in all National park in 2018 is how much less/more than average number of tigers in all National park in 1998?
Directions · Q.13–18
Direction (13 – 18): Given below table shows total three types of shoes sold by a store on five days of a week. Table also shows given total formal shoes sold by store and percentage of casual and sport shoes sold by store. Read the data carefully and answer of the questions: Note- only three types of shoes sold by the store.
| Days | Formal Shoes | % of Casual Shoes | % of Sport shoes |
|---|---|---|---|
| Monday | 240 | 32% | 20% |
| Tuesday | 320 | 48% | 12% |
| Wednesday | 420 | 45% | 20% |
| Thursday | 360 | 56% | 20% |
| Friday | 340 | 22% | 10% |
Total casual shoes sold by store on Monday & Friday together are what percent less than total Sport shoes sold by store on Wednesday & Thursday together?
Note: source gives only partial working, no final answer
Find the difference between average number of casual shoes sold by store on Tuesday & Thursday and average number of formal shoes sold by store on Thursday & Friday?
Note: answer = final value of source working ("Required difference = 612 – 350 = 262")
If total casual shoes sold by store on Sunday is 25% more than that sold on Thursday and total sport shoes sold on Sunday is 300% more than that sold on Friday, then find total number of casual & sport shoes sold by store on Sunday ?
Note: answer = final value of source working ("Required sum = 1050 + 200 = 1250")
Total sport shoes sold by store on Wednesday is what percent more than total sport shoes sold by store on Monday and Tuesday together?
Note: source working incomplete, no final answer
Find the ratio between total shoes sold by store on Monday to total shoes sold by store on Thursday?
Note: answer = final value of source working
Find the ratio between total shoes sold by store on Monday to total shoes sold by store on Tuesday?
Note: no answer in source
Directions · Q.41–46
Directions (41-45): Study the table given below and answer the following Question
| Company | Total employee | Employee in HR dept | % of Female in HR dept |
|---|---|---|---|
| A | 300 | 80 | 75 |
| B | 250 | 50 | 80 |
| C | 400 | 100 | 60 |
| D | 200 | 60 | 60 |
Find the average no. of Females in HR department together ?
Females in the HR dept of company C is what % more than male in HR department of company A?
If total no. of employee in E is 25% more than D and no. of employee in HR dept is same as in company C, then employee other than HR dept in company E is what % of other dept employee in company B.
Find the difference between males of HR dept in company C and D together and females of HR dept in company B and C together ?
Find the average no. of employee other than HR dept. in A, B and C together ?
If there are total 150 females in company C then how many female employees are there other than females of HR department
Directions · Q.62–67
Directions (62-67): The line graph shows the data of five seller selling an item(in units) on Monday and Tuesday. [Chart has no data labels in the source; values below were read from the chart image in the source PDF and agree with the figures used in the source's own solutions]
| Seller | Monday | Tuesday |
|---|---|---|
| A | 300 | 250 |
| B | 350 | 400 |
| C | 250 | 320 |
| D | 380 | 270 |
| E | 210 | 420 |
The no. of item sold by A and C together is how much more or less then items sold by B and D together on both days ?
What is the average no. of items sold by all five sellers on Monday ?
Items sold by B and C on Tuesday together is what % more than same sellers on Monday together ?
Find the difference between items sold by B, D, E on Monday together items sold by B and E on Tuesday together
Item sold On Monday by C and E together is approximately what percentage of total items sold by A and B together on Tuesday ?
Find the difference between the average items sold by A and B together on Monday and average of items sold by B and C together on Tuesday?
Directions · Q.70–74
Direction (70-74): Read the data carefully and answer the question. There are 1800 students in two school ‘A’ & ‘B’ and three streams in each school i.e. art, science & commerce.18 3/4 % of total students in school A arein commerce stream and 28 4/7 % of total students in school B arein science stream. Sum of total students in commerce stream in A & science stream in B is 420. 19 1/21 % of total students in school B are in commerce stream and 50% of total students in school A are in Art stream.
Total students in art stream in A is what percent more than total students in science stream in B?
Find the ratio of total students in commerce stream in B to total students in science stream in A?
If in school C total students are720 students and total students in science stream of school Care 25% more than total students in commerce stream in school B, then find total students ofart & commerce stream in school C is how much less than total students in art and commerce stream in school A?
Find the average number of students in science stream in school A & B?
If out of total students in art stream of school A & B ratio of boys to girl is 5 : 3 and 7 : 4 respectively, then find difference between boys and girls in art stream of school A & B together?
Directions · Q.1–5
Direction (1-5): Study the following information carefully and answer the questions given below. The given pie chart shows the number of mobile manufactured in five different companies in 2018. [Pie chart transcribed from image] Total number of mobile manufactured = 15000
| A | 20% |
|---|---|
| B | 15% |
| C | 18% |
| D | 25% |
| E | 22% |
If the ratio of the number of mobile to watch manufactured in company A is 6:5 and 45% of the watch is sold in A, then find the number of watches unsold in company A?
What is the difference between the number of mobile manufactured in C and E?
What is the ratio of the average number of mobile manufactured in D, B and C together to the average number of mobile manufactured in A and E together?
If the number of laptop manufactured in 2019 is 40% more than that of the number of mobile manufactured in E in 2018, then find the total number of laptops manufactured in 2019?
In 2019 total number of mobile manufacturing is decreased by 20% compared to previous year. If the number of mobile of mobile manufactured from A, B, C, D and E in 2019 in the ratio of 7: 5: 3: 8: 1 respectively, then what is the total number of mobile manufactured in B, D and E in 2019?
Directions · Q.6–10
Direction (6 - 10): Read the following information carefully and answer the questions Based on it The following bar graph represents the total number of students and international students pursuing MBA in five Indian institute of Management (IIMs): IIM A, IIM B, IIM C, IIM K and IIM L. Total number of students = Number of National students + number of international Students [Bar graph transcribed from image]
| Institute | Total number of students | International Students |
|---|---|---|
| IIM A | 4200 | 1200 |
| IIM B | 3600 | 1800 |
| IIM C | 2400 | 900 |
| IIM K | 3000 | 1250 |
| IIM L | 3600 | 1600 |
Find the difference between average number of national students in IIM A and IIM B taken together and the average number of International students in IIM A and IIM C taken together?
If number of male international students in IIM B is 25% more than female international students in IIM B, and ratio of male national students in IIM K and female international students in IIM B is 3:2 respectively then find female national students in IIM K is how much % of international students in same institute?
Find the average number of international students in all institute together is approx. how much % more or less than average of total number of students in all institutes taken together?
If average fees per students in IIM C is Rs. 10000 and average number of fess per national student in IIM C is Rs. 12000 then, find approx. average fees per international student in IIM C?
If the ratio of male and female national students in IIM K is 31:19 then find number of male national students in IIM K is approx. how much % of number of number of international students in IIM A?
Directions · Q.41–46
Directions (41-46): Pie chart shows the percentage distribution of total students appeared in six different shifts of an exam. Study the pie chart given below and answer the following questions. [Pie chart, transcribed from image] Total students appeared in exam - 5500
| I | 20% |
|---|---|
| II | 16% |
| III | 24% |
| IV | 12% |
| V | 10% |
| VI | 18% |
Find average number of students appeared in shift I, II & IV of the exam.
Find the central angle for students appeared in shift II of the examination.
Note: Degree sign rendered as combining ring in PDF text layer; normalised to °.
Find total number of students appeared in shift V & VI together of the examination.
Students appeared in shift III & IV together of the examination are what percent more or less than students appeared in shift I of the examination?
Find ratio of students appeared in shift IV & VI together of the examination to students appeared in shift II & III together of the examination.
Students appeared in shift I & VI together of the examination are how much more or less than students appeared in shift III & V together of the examination?
Directions · Q.57–62
Directions (57-62): Study the table given below and answer the following questions. Table gives information about total number of students in 3 different schools in 1999 & 2000 and also gives information about total number of girls in these 3 schools in 1999 & 2000. Note: Total students in any school in any year = Total (Boys + Girls) in that school in that year. [Table, transcribed from image]
| School | 1999 Total students | 1999 Total Girls | 2000 Total students | 2000 Total girls |
|---|---|---|---|---|
| A | 720 | 360 | 900 | 450 |
| B | 360 | 180 | 600 | 180 |
| C | 450 | 270 | 400 | 120 |
If average number of students in school A in 1999, 2000 & 2001 are 700, then find total number of students in school A in 2001.
Number of girls in school – A & B together in 2000 are what percent more or less than total number of students in school – B & C together in 2000?
Find total number of boys in school – A, B & C together in 1999.
Average number of students in school – A, B & C in 1999 are what percent of total students in school – B in 2000?
Find ratio of number of boys in school – B in 2000 to number of boys in school – C in 2000.
Total number of girls in school – A, B & C together in 1999 are how much more or less than total number of girls in school – A, B & C together in 2000?
Directions · Q.24–28
Directions: The pie chart represents percentage wise distribution of total number of teachers in five different districts. The table represents ratio of number of primary school teachers and number of high school teachers. (Note: Total number of teachers in a district = Number of primary school teachers + Number of high school teachers) Total number of teachers in all the five districts = 4800 [Pie chart, transcribed from image in source] Percentage distribution of total teachers: P 15%, Q 30%, R 25%, S 10%, T 20%
| Districts | Primary school teachers : High school teachers |
|---|---|
| P | 7:5 |
| Q | 5:3 |
| R | 5:7 |
| S | 3:5 |
| T | 3:2 |
Find the respective ratio of number of primary school teachers in district P and number of high school teachers in district S.
Out of the total number of teachers in district R, ratio of males and females is 7:5 respectively. Out of the male teachers in district R, 45% are primary school teachers. Find the number of female primary school teachers in district R.
Number of high school teachers in district P is what percent of total number of teachers in district S?
Find the total number of high school teachers in all the given districts.
Number of primary school teachers in district Q is approximately what percent more than the number of primary school teachers in school T?
Directions · Q.34–38
Directions: Study the following information carefully and answer the related questions. Following bar-graph represents the data regarding number of table lamps sold from different stores during different years.
| Year | Store A | Store B | Store C | Store D |
|---|---|---|---|---|
| 2011 | 64 | 120 | 96 | 72 |
| 2012 | 112 | 56 | 76 | 80 |
| 2013 | 84 | 88 | 104 | 116 |
| 2014 | 92 | 132 | 60 | 56 |
From total number of table lamps sold from all given stores in 2014, approximately what percent table lamps are from store B?
What is the difference between number of table lamps sold from store C in 2012 and 2014 together and number of table lamps sold from store D in 2011 and 2014 together?
What is the respective ratio of number of table lamps sold from store A and C together in 2011 to the number of table lamps sold from store A and D together in 2013?
Note: no answer key printed for this question in source
What is the average of sale of table lamps from all given stores taken together in 2011?
Sale of table lamps in store B and D together in 2013 is increased/decreased by approximately what percent than previous year?
Directions · Q.25–29
Caselet DI Direction (25-29): Read the given information carefully and answer the following questions. In a family there are four members (i.e. A, B, C & D). Ratio of income of A, C & D is 4 : 3 : 6 and income of B is equal to average of the income of A & D. Expenditure of A and B is same whereas the expenditure of C & D is same. Saving of D is equal to income of A. Saving of A is Rs. 3000 more than the saving of C. Saving & expenditure of B is same.
Find the average of saving of B, C & D?
Saving of A is what percent of the expenditure of C?
Note: caselet DI; option (b) is mixed fraction 67½ % in source
Find difference between total income of A & D together and total income of B & C together?
45% & 40% of the total expenditure of A & B respectively are on clothes then find the total expenditure on clothes by these two?
Total savings of B & D together is what percent more than the income of A?
Directions · Q.30–34
Bar DI Direction (30-34): Read the given information carefully and answer the following questions. The following bar graph shows total votes polled (in ’00) and percentage of votes polled to A in five different sectors of Noida (There are only two candidates i.e. A & B in the election). [Bar chart values read from the chart image by the transcriber; legend: 'total votes polled(in '00)' and 'votes polled to A']
| Sector | total votes polled (in '00) | votes polled to A (%) |
|---|---|---|
| sector 15 | 24 | 40 |
| sector 18 | 36 | 50 |
| sector 20 | 20 | 45 |
| sector 22 | 30 | 48 |
| sector 25 | 35 | 60 |
Find the average of votes polled in sector 15, sector 18 and sector 22?
Note: bar chart is an image in source; values read from image (consistent with source answers to Q30 and Q33)
Find the total number of votes polled to B in sector 20 and sector 25 together?
Note: bar chart is an image in source; values read from image (consistent with source answers to Q30 and Q33)
Find the difference between total votes polled to A and that polled to B in sector 18, sector 20 & sector 25 together?
Note: bar chart is an image in source; values read from image (consistent with source answers to Q30 and Q33)
Find the average of votes polled to A in all these five sectors?
Note: bar chart is an image in source; values read from image (consistent with source answers to Q30 and Q33)
If 20% & 30% of the registered voters did not cast their vote in sector 18 and sector 25 respectively, then find the total number of registered voters in these two sectors together?
Note: bar chart is an image in source; values read from image (consistent with source answers to Q30 and Q33); source answer key prints 'Ans: 2' (not an option letter), kept verbatim
Directions · Q.36–40
Table DI Direction (36 – 40): Table given below shows total number of students (males and females) in three different colleges and number of students (males and females) speak French out of total students in each college. Read the data carefully and answer the questions. Note – Student in each college only speak either French or German.
| College | Total males | Total females | Students speak French |
|---|---|---|---|
| P | 60 | 40 | 56 |
| Q | 80 | 60 | 80 |
| R | 96 | 84 | 112 |
If total females speak French from Q is 36, then find difference between total males and females speak German from the same college?
Note: table DI; similar set (same format, different values) appears as Adda247 2021 Q52-56 — not identical
If 5/8th of total students speak French from R are males, then find the difference between total females speak French from R and total students speak German from P?
Note: table DI; similar set (same format, different values) appears as Adda247 2021 Q52-56 — not identical; 5/8 is stacked fraction in source
If 70% of total females from Q speak French and 16 out of total female students speak French from P, then find total males speak German from Q are what percent less than total males speak German from P?
Note: table DI; similar set (same format, different values) appears as Adda247 2021 Q52-56 — not identical
Find ratio of total students speaks German from all the three colleges together to total males in P & Q together?
Note: table DI; similar set (same format, different values) appears as Adda247 2021 Q52-56 — not identical
3/7 th of total females from R speak German and total females speaks German from college X are six less than total males speak French from R. If ratio of total males to females speaks German from college X is 5 : 4 and there are total 240 student in college X, then find total number of students speak French from X (Student in college X speak only either French or German)?
Note: table DI; similar set (same format, different values) appears as Adda247 2021 Q52-56 — not identical; 3/7 is stacked fraction in source
Directions · Q.47–51
Directions (47-51): Bar graph given below shows number of pages typing by five (A, B, C, D & E) different people on two (Monday & Tuesday) different days. Read the data carefully and answer the questions. [Bar graph image. No data labels in the source chart; values below are as used in the source's own solutions S47-S51]
| Person | Monday | Tuesday |
|---|---|---|
| A | 72 | 64 |
| B | 48 | 54 |
| C | 60 | 50 |
| D | 44 | 52 |
| E | 42 | 60 |
Total number of pages typed by B & E together on Monday is what percent more than total number of pages typed by C on Tuesday?
Find the approximate difference between the average number of pages typed by A, C & D on Monday and total number pages typed by A & E together on Tuesday?
Find the ratio of total pages typed by C on both given days to total pages typed by D & E together on Tuesday?
If total pages typed by B on Wednesday is 37.5% more than that of Monday and total pages typed by E on Wednesday is 6 more than that of by B on Wednesday, then find total number of pages typed by E on Monday, Tuesday & Wednesday together?
Total pages typed by B, D & E together on Tuesday is how much more or less than total pages typed by A & C together on Monday?
Directions · Q.52–56
Directions (52 -56): Table given below shows total number of students (males and females) in three different colleges and number of students (males and females) speak French out of total students in each college. Read the data carefully and answer the questions. Note – Student in each college speak only either French or German.
| College | Total males | Total females | Students speak French |
|---|---|---|---|
| A | 120 | 80 | 112 |
| B | 160 | 120 | 160 |
| C | 192 | 168 | 224 |
If total females speak French from B is 72, then find difference between total males and females speak German from the same college?
If 62.5% of total students speak French from C are males, then find the difference between total females speak French from C and total students speak German from A?
If 70% of total females from B speak French and 32 of total students speak French from A are females, then find total males speak German from B are what percent less than total males speak French from A?
Find ratio of total students speaks German from all the three colleges together to total males in A & B together?
The ratio of female speaks German to French from C is 4 : 3 and total females speaks German from college M are 24 less than total males speak French from C. If ratio of total males to females speaks German from college M is 4 : 5 and there are total 480 student in college M, then find total number of students speak French from M (Student in college M speak only either French or German)?
Directions · Q.70–74
Directions (70-74): study the given information carefully and answer the questions. Total 1000 students appeared in three (GMAT, CRE & CAT) different exams. Some students appeared in single exam, while some appeared more than it. 20 students appeared in all three exams. 150 students appeared in more than one exam. 200 students appeared in only CAT, while 280 students appeared in only CRE. 40% of total students appeared in CRE. Number of students appeared for both GMAT & CRE but not CAT is equal to number of students appeared for both CAT and CRE but not for GMAT.
How many students appeared in only GMAT & CAT together?
Total students appeared in only GMAT exam are what percent of students appeared in only CAT exam?
What is the ratio of students appeared in both GMAT & CAT exams together to students appeared in all three exams?
Students appeared in GMAT exam are what percent more than students appeared in CAT exam?
How many students appeared in only one exam?
Note: option (e) "84" as in source (possibly truncated)
Directions · Q.56–60
The below Line Graph given below shows the production and demand (in tons) of items of four different (A, B, C & D) manufacturing companies in 2021. Read the data carefully and answer the questions. Line graph values (read from chart in source; points lie on gridlines):
| Company | Production (in ton) | Demand (in ton) |
|---|---|---|
| A | 2500 | 1500 |
| B | 4000 | 3500 |
| C | 4000 | 2500 |
| D | 4500 | 4000 |
If the non-demanded items of company B were handed to company D and it added these items them in its demanded items, then find the new demanded items (in tons) of company D?
If production of items of company D increased by 30% in 2022 than previous year, and demand is decreased by 20% then find the difference between production and demand of items of company D in 2022
What is the ratio of sum of demand of items of company A and company B to production of items of company C ?
Sum of production of item A and D is approximately what percentage more or less than the demand of items of company B ?
If 90% total demand of company A and 20% of total demand of company C did not delivered at final delivery, then find the difference between the items (in tons) did not delivered at the time of final delivery for company A and C ?
Directions · Q.66–70
In the table, the total number of eligible voters of 5 villages with % valid votes out of total casted votes are given . Answer the question based on following data – Note: In each village, 10% eligible voters did not cast their votes and only two person stand in the election.
| Village | Total voters | Valid votes |
|---|---|---|
| A | 10000 | 60% |
| B | 15000 | 55% |
| C | 8000 | 80% |
| D | 12000 | 90% |
| E | 13500 | 80% |
Find ratio b/w number of invalid votes casted in village C to the number of valid votes casted in village B.
If the winner got 52% of valid votes in village B. Find the no. of votes got by the person who lost?
Find the average number of valid votes of village A and village D together?
Find the number of votes by which the winner won in the election if the person who lose got 40% of valid votes in village E?
Find how much more/less percent were the valid votes casted in village C in comparison to village A?
Note: fraction options read from rendered page
Directions · Q.76–80
Read the following information carefully and answer the questions given below. There are 2 different companies i.e., Y and Z. number of male employees working in company Y is 250 and number of male employees working in company Z is equal to number of female employees working in Y. total number of male employees in both company is 400 and number of female employees working in company Z is double to that of female employees in company Y.
Find the total no. of female employees working in both companies?
Find the difference between no. of male working in company Y to that of company Z?
No. of female working in company Z is what % no. of male working in same company?
Find the average no. of male working in company Y and no. of female working in company Z?
Find the total no. of employees (male +female) in both the company?
Directions · Q.41–45
Read the data carefully and answer the questions. There are total 700 employees in three companies - A, B and C. Total employees in A is 8% more than that of in C, while the ratio of total employees in B to that of in A is 2 : 3. The ratio of male employees in A to that of in B is 10 : 7. The total female employees in A are 60% more than total female employees in B. Total male employees in C is 42 6/7% more than total male employees in B.
Total male employees in A are what percent more than total female employees in C?
Find average numbers of female employees in A & C?
Find total number of male employees in all three companies?
Find the ratio of male employees in B to female employee in A?
Find the difference between total male employees and total female employees in these three companies?
Directions · Q.66–70
Table given below shows total number of people visited four different national parks. Read the following table carefully and answer the questions given below. Note: only male, female and children visit in these four national parks. Table (transcribed from image in source):
| National Park | Total number of people visited | % Of children visited | % Of male visited |
|---|---|---|---|
| P | 2,400 | 10% | 30% |
| Q | 2,000 | 5% | 40% |
| R | 4,500 | 15% | 50% |
| S | 6,000 | 20% | 45% |
Find the ratio of total number of females visit P and Q together to total number of children visit R and S together?
Find the average no. of male visited S and P?
The total number of females visited S is what percent of the total number of males visited Q?
Find the difference between the total number of children visited P & S together and total number of females visited Q & R together?
Find the total number of females visited R, Q and S together?
Directions · Q.76–80
Line chart given below shows the number of laptops & Desktops sold by five different shops (A, B, C, D and E). Study the line chart given below and answer the following questions. Line chart values (read from chart image in source; y-axis gridlines every 10):
| Shop | Laptops Sold | Desktop Sold |
|---|---|---|
| A | 80 | 120 |
| B | 120 | 150 |
| C | 140 | 160 |
| D | 40 | 50 |
| E | 70 | 100 |
Total number of Laptops & Desktops sold by shop A are what percent more or less than total Desktops sold by B & E together?
The ratio of 4GB to 8GB laptops & Desktops sold by shop C is 3: 2 & 5: 3 respectively. Find the ratio of total number of 4GB (Laptops + Desktops) sold by shop C to total number of Laptops sold by shop B?
Total number of Laptops sold by shop C & E together are what percent of total number of Laptops & Desktops sold by shop D?
Note: options transcribed from images in source
If total Laptops sold by shop X are 90 more than total Laptops sold by shop E and ratio of 4GB to 8GB Laptops sold by B & X is 11:9 and 3:7 respectively, then find number of 8GB Laptops sold by shop B & X together?
The average number of Desktops sold by shops B, C & D are how much more or less than total number of Laptops sold by shop A & E together?
Directions · Q.46–50
Read the given information carefully and answer the following questions. There are four covid hospitals i.e., P, Q, R and S. In hospital P: Number of male patients are 120 and number of female patients are 30% more than that of number of female patients in hospital Q. In hospital Q: Number of male patients are double than that of number of female patients. In hospital R: Number of male patients are 100 more than that of male patients in hospital P and total number patients in hospital R is 1000. In hospital S: Number of male patients is 182 more than the number of male patients in hospital P. Average of number of female patients in hospital P and that of in hospital S is 223.Number of male patients in hospital S is 98 less number male patients in hospital Q.
Find difference between number of male patients and female patients in S is what percent of difference between number of male patients and female patients in Q?
Find difference between total number patients in hospital P and total number patients in hospital S?
Find ratio of total number of patients in Q to that of in R?
If 20 male patients from each hospital have recovered and left their respective hospitals, then find the average of remaining male patients in all the hospitals?
Total number of male patients in P and female patients in R together is what percent more than number of male patients in Q?
Directions · Q.66–70
The table given below shows the no. of books published by 4 different publishers in 4 months. Study the data and answer the following questions. Table (transcribed from image in source):
| Publisher | February | March | April | May |
|---|---|---|---|---|
| A | 2000 | 2400 | 1800 | 2500 |
| B | 1500 | 1850 | 2000 | 2100 |
| C | 1750 | 2000 | 2250 | 2400 |
| D | 1200 | 1350 | 800 | 1250 |
What is the average no. of books published by A in all the given months?
Books published by B in February and March together is what percent more/less than that by C in March and April? (approximate)
Find the ratio between books published by C to D in all given months.
Find the revenue obtained by B in March is how much more/less than that by D in same month, if selling price of book is Rs 120 and all books are sold. (Note – cost price and selling price of each book is same for all publishers)
Books published by A in April is what percent of book published by C in March?
Note: options transcribed from images in source
Directions · Q.71–75
Line chart given below shows total number of students in six different classes( A, B , C , D , E & F) and percentage of passed students out of total number of students in these six classes. Study the line charts carefully and answer the following questions. Note – (i) Total number of students in any class = Number of passed students + Number of failed students (ii) All students appeared for the exam from all the six classes. Line chart values (read from chart image in source; points lie on gridlines):
| Class | Total number of students | Percentage of passed students |
|---|---|---|
| Class A | 80 | 60 |
| Class B | 70 | 80 |
| Class C | 40 | 50 |
| Class D | 60 | 70 |
| Class E | 50 | 30 |
| Class F | 70 | 40 |
Find average number of students in class A & D is how much more or less than average number of students in class C & E?
Total number of passed students in class A & F together is what percentage of total number of students in class E?
Find the ratio of total number of passed students in class A & B together to total number of failed students in class C & E together?
Find the average number of students in class A, B & D?
If in another class G, the number of passed student is equal to average number of passed students in class D & F together, then find the number of passed students in class G?
Directions · Q.66–70
The pie chart given below shows the percentage distribution of employees of a company using different transport for daily commute. Pie chart (transcribed from image in source): Total employee who use transport = 800
| Bus | 25% |
|---|---|
| Car | 22.5% |
| Bicycle | 20% |
| Bike | 12.5% |
| Rickshaw | 20% |
No. of employee who use bike as daily commute is what percentage more/less than that use Bicycle as daily commute?
What is the central angle made by the no. of employee who use Car as daily commute?
If 40% of the employee who use Car are females and 75% of employee who use Rickshaw are males, then find the difference between the no. of males who use Car and no. of females who use Rickshaw for daily commute.
What is the difference between average no. of employee use Car, Bus and Bike and no. of employee who use Rickshaw and Bicycle together?
New employee join the company and they don’t use any transport (they walk), and they consist of 20% of the total employee of the company, then find the ratio of no. of employee who don’t use any transport to that of who use Bus.
Directions · Q.76–80
Table shows the total (sold + unsold) number of units manufactured (in ‘000) of five different products (A, B, C, D & E) and percentage of unsold units of these products. Study the table given below carefully and answer the following questions. Table (transcribed from image in source):
| Products | Total (sold + unsold) number of units manufactured (in ‘000) | Percentage of unsold units of these products |
|---|---|---|
| A | 30 | 15% |
| B | 40 | 5% |
| C | 10 | 30% |
| D | 25 | 10% |
| E | 50 | 25% |
Note – Percentage of unsold units of any product = (Total unsold units of that product / Total manufactured units of that product) × 100
Sold units of B & C together are what percent of total units manufactured of E?
Find ratio of sold units of D & E together to unsold units of A & B together.
Find the average of unsold units of C, D and E.
Total units manufactured of B & C together are what percent more or less than total units manufactured of A & E together?
Find total units sold of A, B, C, D and E together.
Directions · Q.56–60
The line graph given below shows the production and demand (in tons) of items of four different (A, B, C & D) manufacturing companies in 2019. Read the data carefully and answer the questions. Line graph values (read from chart image in source; points lie on gridlines):
| Company | Production (in ton) | Demand (in ton) |
|---|---|---|
| A | 2500 | 2000 |
| B | 4000 | 3500 |
| C | 3000 | 2500 |
| D | 4500 | 4000 |
If 80% total demand of company A and 20% of total demand of company B did not deliver at the last moment, then find the difference between the items (in tons) did not deliver at the las time?
If non-demanded items of company C were handed to company D and it added these items them in its demanded items, then find the new demanded items (in tons) of company D?
If production of items of company C increased by 30% in 2020 than previous year, then find the difference between production of items of company C in 2020 and that in 2019.
What is the ratio of sum of demand of items of company C and company D to production of items of company B?
Sum of production of company A and C is what percentage more/less than demand of items of company D?
Directions · Q.61–63
There are three different hubs (IT, Food and Medical). Total number of employees in IT hub are 800 and the ratio of male to female in IT hub is 2 : 3. In Medical hub total number of employees are 1200. In Food hub total employees are 400 and the number of male and female employee working in food hub are equal.
The ratio of male to female in Medical hub is 7 : 5, then find total number of female in Medical hub?
Total male in IT hub are what percent more or less than total female in Food hub?
If total males in Medical hub is 50% more than total female in IT hub, then find the ratio of total male in IT hub to total female in Medical hub?
Directions · Q.67–71
The following table shows the total number of students in five different colleges and percentage of Masters students in college. Note: Total students in any college = Students in Masters + Students in Bachelors Table (transcribed from image in source):
| Colleges | Total Students | % of Masters students |
|---|---|---|
| A | 1000 | 20% |
| B | 1250 | 30% |
| C | 1500 | 15% |
| D | 850 | 14% |
| E | 1400 | 37.5% |
Find the difference between total bachelor students in A and D together to total bachelor students in B and E together?
If the ratio of number of males to female bachelor students in college C is 7: 8, then find the number of female bachelor students of college C is what percentage of total students of college C?
Note: options transcribed from images in source
Find the average number of bachelor students in college A, B and E?
If 42 6/7% of Masters students of college D got scholarship, then find the number of Masters students of college D who didn’t got scholarship?
Note: mixed fraction 42 6/7 read from rendered page (text layer garbled as '427 ... 6')
Number of Masters students in college B and C together is what percentage more/less than that in college A?
Directions · Q.41–45
The table given below shows total number of Android mobiles & IOS mobiles available at three different stores P, Q and R and the table shows the percentage of total mobiles (Android mobiles + IOS mobiles) sold by these stores out of total available mobiles. Read the data carefully and answer the questions. Table (transcribed from image in source):
| Stores | Android mobiles | IOS mobiles | Percentage of total mobiles (Android mobiles + IOS mobiles) sold |
|---|---|---|---|
| P | 400 | 300 | 20% |
| Q | 600 | 400 | 40% |
| R | 500 | 400 | 30% |
The number of ‘Android mobiles’ sold by store P and store Q is 30% and 40% respectively. Find the total ‘IOS mobiles’ sold by store P and Q together?
The average number of mobiles sold by store Q and store R together is how much more or less than total unsold mobiles by store P?
If the ratio of total ‘Android mobiles’ to total ‘IOS mobiles’ sold by stores R and Q is 5 : 4 and 3 : 2 respectively, then find the total number of ‘Android mobiles’ sold by store R & Q together?
Total unsold mobiles of store P is what percent (approximate) of the total unsold mobiles of store Q & R together?
Find the total number of mobiles sold by all three stores P, Q & R together?
Directions · Q.71–75
The line graph given below shows the number of males and females in five cities A,B,C,D and E. Read the graph & find the solution of the given questions. Line graph values (in Lakh; read from chart image in source, points lie on gridlines):
| City | No. of Males | No. of females |
|---|---|---|
| A | 7 | 5 |
| B | 5 | 8 |
| C | 7 | 6 |
| D | 10 | 3 |
| E | 8 | 6 |
Which city has the minimum population among the five cities?
If no. of males in city A & B increase by 10% & 20% respectively then what will be the difference in total population of A & B.
Find the ratio of the average no. of males in B, C, D to average no. females in C, D, E ?
What is % of females (approximate) in total population?
If the population of D & B increases by 10% & 15% respectively then what will be the ratio of no. of males in D to no. of females in B?
Directions · Q.51–55
The following pie–chart shows the percentage break–up of accidents due to various vehicles in a city. Total number of accidents = 24,000 (including both male and females) Pie chart (transcribed from image in source):
Motorcycles 22% | Buses 19% | Cycles 11% | Autos 14% | Cars 18% | Trucks 16%
Find the average number of accidents that are due to motorcycles, Buses and cars?
Out of the total number of accidents caused by trucks and autos together, the ratio of Death to Injuries is 13 : 11. Then find the number of injuries caused by these two vehicles.
If in total number of accidents 62 ½ % are male. Male accidents due to cars and cycles is 40% of total male accidents, then find the number of female accidents due to cars and cycles together?
Find the difference of the central angle corresponding to the number of accidents due to motorcycles and autos together and Trucks and cycles together.
Out of total accidents, 48% are resulted into spot deaths, which are only 6 ¼ % of the total population of city. Then, find the number of female population, if the ratio of male to female is 13 : 11 in the city.
Directions · Q.61–65
Read the data carefully and answer the following questions. People take subscription of Sonysix for watching three games Hockey, Cricket and Football. The ratio of male who take subscription for watching Hockey to that of for Cricket is 5 : 6. Females who take subscription for watching Cricket are 1000 less than the females who take subscription for watching Hockey. Male and Female who take subscription for watching Football are 16750 and 18500 respectively. Total male who take subscription for watching Cricket are 4000 less than total female who take subscription for watching cricket. Average of male and female who take subscription for watching cricket is 17000.
Total male who take subscription for watching Cricket & Hockey together are how many more/less than total female who take subscription for watching Football & Cricket together?
Total male who take subscription for watching Football is what percent more than total male who take subscription for watching cricket?
What is the average of male who take subscription for watching Hockey, Football and Cricket?
If total female who take subscription for watching Tennis are 40% of total female who take subscription for watching Hockey, Football and Cricket together, then how many females who take subscription for watching Tennis?
Total male who take subscription for watching Hockey, Football and Cricket together are how many more/less than total female who take subscription for watching Hockey, Football and Cricket together?
Directions · Q.66–70
Table given below shows total number of students who appeared for SBI clerk pre- exam in a computer lab in three different shifts on five days. Read the data carefully and answer the following questions? Table (transcribed from image in source):
| Day | Shift1 | Shift 2 | Shift 3 |
|---|---|---|---|
| Day1 | 750 | 600 | 750 |
| Day2 | 900 | 900 | 1050 |
| Day3 | 600 | 800 | 900 |
| Day4 | 1050 | 525 | 600 |
| Day5 | 750 | 400 | 800 |
Total number of students appeared in shift1 & shift2 together of day2 are approximately what percent more or less than total number of students appeared in shift3 of day1 & day3 together?
If 40% of students appeared in shift2 of day4 are girls, then find number of boys appeared in shift2 of day4 are how much less than total students appeared in same shift of day5?
Find the average number of students appeared in shift3 of all five days?
If 0.4% and 0.75% of students appeared in shift1 & shift3 of day1 and day5 respectively cleared the pre-exam, then find the ratio of students who cleared pre-exam in shift3 of day5 to that of in shift1 of day1?
Total number of students appeared in shift2 of day4 are what percent of total number of students appeared in shift3 of the same day?
Directions · Q.46–50
Table given below shows percentage of total number of officers in five different banks (A, B, C, D and E) in a city and it also shows total number of scales I officers in respective banks in that city. Study the data carefully and answer the following questions. Total officers in all five banks = 9000 NOTE: Total officers = Scale I officers + Scale II officers Table (transcribed from image in source):
| Banks | Percentage of total officers | Total number of scales I officers |
|---|---|---|
| A | 15% | 450 |
| B | 18% | 600 |
| C | 24% | 900 |
| D | 16% | 800 |
| E | 27% | 750 |
Scale II officers in bank ‘C’ is what percent more than scale II officers in bank ‘A’.
Note: options transcribed from images in source
Find the ratio between scale I officers in bank ‘B’ and ‘E’ together to scale II officer in bank ‘B’.
Out of total scale II officers in bank ‘D’, 45% are males. Find total number of females scale II officers in bank ‘D’.
Total number of scale II officers in all bank together is how much more than total number of scales I officers in all banks together.
Scale I officer in bank ‘B’ is what percent less than scale II officer in bank ‘D’?
Directions · Q.76–80
Given bar graph shows the number of patients who have visited to a hospital on three different days (Monday, Tuesday and Wednesday) and number of patients who were referred to higher hospital. Read the data carefully and answer the following questions. Bar graph values (read from chart image in source; bars end on gridlines):
| Day | No. of Patients Visited | No. of patients referred |
|---|---|---|
| Monday | 500 | 300 |
| Tuesday | 400 | 250 |
| Wednesday | 450 | 200 |
How many patients were not referred on all three days together?
By what percent, number of patients who were referred on Monday is more than those on Wednesday?
What is the ratio of number of patients who visited on Tuesday to the number of patients who were not referred on Wednesday?
If on Friday 20% more patients visited to the hospital than on Monday and 80% of total patients were not referred on Friday, then what is the difference between number of patients who were referred on Tuesday and Friday?
On which days, percentage of patients who were referred out of who visited on that day is maximum?
Directions · Q.41–46
Study the table given below and answer the following questions. Table gives information about total number of smart phone users in 3 different offices (A, B and C) in 1999 & 2000 and also gives information about total number of IOS phone users in these three offices in 1999 & 2000. Note: Total smart phone users in any office = (Total IOS phone users + Total android phone users) in that office in that year. Table (transcribed from image in source):
| Offices | 1999 Total smart phone users | 1999 Total IOS phone users | 2000 Total smart phone users | 2000 Total IOS phone users |
|---|---|---|---|---|
| A | 720 | 360 | 900 | 450 |
| B | 360 | 180 | 600 | 180 |
| C | 450 | 270 | 400 | 120 |
If average number of smart phone users in A in 1999, 2000 & 2001 are 700, then find total number of smart phone users in A in 2001?
Total number of IOS phone users A & B together in 2000 are what percent more or less than total number of smart phone users B & C together in 2000?
Find total number of android phone users A, B & C together in 1999?
Average number of smart phone users A, B & C in 1999 are what percent of total smart phone users in B in 2000?
Find ratio of total number of android phone users in B in 2000 to total number of android phone users in C in 2000?
Total number of IOS phone users in A, B & C together in 1999 are how much more or less than total number of IOS phone users in A, B & C together in 2000?
Directions · Q.56–60
- Read the data carefully and answer the question. On a store there are three items available i.e. (book, bat and calculator). Bat and calculator are available in three sizes i.e., small, medium and large. Shopkeeper sold a book for Rs. 540 after giving 10% discount and earn 20% profit. Cost price of a small size bat or a large calculator is equal to selling price of book and small size of each item is 25% cheaper than its medium size and medium size is 8/9 times of large size of its respective item.
What is the ratio between cost price of small size calculator to cost price of small size bat?
Average cost price of all size of bat is how much percent more than marked price of a book?
If a large size calculator is sold at 10% profit, find difference between profit earned on selling such two calculators and 2 books?
Cost price of a book is what percent of 5/4th of cost price of a medium size bat?
If all large items are sold at 25% profit, find average profit earned on selling three large size calculator and 2 large bats?
Directions · Q.76–80
Line-graph shows number of people (in hundred) using two different types of bike services over the five different years. Study the given line graph carefully and answer the questions given below: Line graph values (in hundred; read from chart image in source, points lie on gridlines):
| Year | TVS | HONDA |
|---|---|---|
| 2014 | 45 | 70 |
| 2015 | 50 | 60 |
| 2016 | 35 | 65 |
| 2017 | 55 | 55 |
| 2018 | 60 | 40 |
What is the average number of people using the HONDA bike service in all over the years?
Find the ratio of number of people using the HONDA service in year 2015 and 2016 together to number of people using the TVS service in year 2017 and 2014 together.
What is the difference between number of people using TVS service all over the years (excluding 2016) and number of people using HONDA service all over the years (excluding 2015)?
Total bike service in year 2018 is what percentage more/less than the total bike service in year 2014 and 2015 together?
Note: options transcribed from images in source
If per service cost of TVS is 20% more than HONDA, then total service cost of TVS in year 2015 is what percent of total service cost of HONDA in same year?
Directions · Q.51–55
The table given below shows the total number of rooms available in the five different hotels (A, B, C, D and E). It also shows the number of vacant rooms in these five hotels. Read the data carefully and answer the following questions given below. Note: Total number of rooms available in a hotel = Vacant rooms + Occupied rooms Table (transcribed from image in source):
| Hotels | Total number of rooms | Vacant rooms |
|---|---|---|
| A | 220 | 110 |
| B | 250 | 150 |
| C | 280 | 180 |
| D | 260 | 130 |
| E | 310 | 120 |
Find the average number of occupied rooms in hotel B, C and E together.
In hotel F, total number of rooms available is 25% more than that of C and the number of rooms occupied is 40% more than the rooms vacant in hotel E. Find the total number of rooms vacant in the hotel F.
The cost of a room in hotel A is Rs. X and the cost of a room in hotel C is Rs. Y. If the revenue generated from the hotel A is Rs. 55000 and the ratio of revenue generated from C to A is 10: 11, then find the sum of X and Y.
Find the number of rooms vacant in D is what percent of the total number of rooms in the hotel B.
Find the number of rooms occupied in hotel A and D together are how many more/less than the number of rooms occupied in hotel E and B together.
Directions · Q.66–70
The bar graph given below shows total number of people (Vegetarian + non-Vegetarian) visited in five (A, B, C, D and E) different restaurants daily. Read the bar graph carefully and answer the questions. Bar graph values (read from chart image in source; all bars end on gridlines):
| Restaurant | Vegetarian | Non-Vegetarian |
|---|---|---|
| A | 120 | 150 |
| B | 100 | 80 |
| C | 90 | 140 |
| D | 70 | 120 |
| E | 130 | 100 |
Total vegetarian people visited in F are 7/5 th of total non-vegetarian people visited A and total non-vegetarian people visited in F are 50% more than total vegetarian people visited in B. Find total people visited in F are how much more than total non-vegetarian people visited in D.
Note: fraction 7/5 read from rendered page (text layer garbled)
Total non-vegetarian people visited in C and D together are what percent (approx.) more or less than total people visited in B.
If daily same number of vegetarian and non-vegetarian people visited in restaurant D, then find total number of people visited in a week in restaurant D.
Find the ratio of total people visited in E to that in A.
Total vegetarian people visited in A are what percent more than average number of non-vegetarian people visited in B and D together.
Directions · Q.64–68
The table shows the percentage distribution of total employees (males + females) and number of male employees in five (A, B, C, D & E) companies. Note – Females in D = 500. Table (transcribed from image in source):
| Companies | Percentage distribution of employees | Total males |
|---|---|---|
| A | 20% | 980 |
| B | 18 1/3% | 700 |
| C | 21 2/3% | 820 |
| D | 23 1/3% | 900 |
| E | 16 2/3% | 860 |
In D, the ratio of males who are manager to executive is 1:1 and total employees who are executive is X. If females who are manager is 200, then find X.
Find the ratio of total female employees in A, B & C together and total male employees in B, D & E together.
Find the average males in all the companies are what percentage total employees in all the companies.
In company F, total employees are 10% more than those in E and females are 20% more than that of males. The females in F is how many more or less than that in B and D together.
In company C, 25% of males takes Rs X per day salary and remaining takes Rs (X- 25) as per day salary. If the difference between their per day salary is Rs.5125, then find X.
Directions · Q.71–75
The bar graph given below shows the number of cupboards and drawers together and number of cupboards in five different stores. Bar graph values (read from chart image in source; minor gridlines every 100):
| Store | Cupboards + Drawers | Cupboards |
|---|---|---|
| A | 2500 | 1100 |
| B | 2200 | 1200 |
| C | 2400 | 1500 |
| D | 2000 | 800 |
| E | 2600 | 1000 |
Find the ratio of the difference between drawers and cupboards in store E to total number of drawers in stores A and B together.
Average number of drawers in stores A, B & D is what percentage more or less than the total cupboards in stores E and D.
Store A uses cupboards and drawers to store beverages and cereal only. If the ratio of cupboards divided into beverage to cereal is 2:3 and number of drawers of cereal is 50% more than that of cupboards, then find the drawers of beverage
A drawer can store 10 packets of flour, and each packet contains 5 kg of flour. Find how many kg of flour are stored in store C.
Find the sum of the difference between total cupboards and drawers in each stores.
Directions · Q.46–50
Read the line graph carefully and answer the question given below. The line graph shows the percentage of boys more than that of girls in three different (A, B & C) schools in the year 2021 and 2022. Line graph values (read from chart image in source; gridlines every 4):
| School | 2021 | 2022 |
|---|---|---|
| A | 40 | 20 |
| B | 36 | 40 |
| C | 44 | 32 |
Total students in A in the 2021 is 480 and boys in A in 2021 is half of the boys in B in 2022. Find the girls in B in 2022.
The difference between girls and boys in A in 2022 is 40. Total students in A in 2022 is equal to the difference between boys and girls in C in 2021. Find the ratio of total students in A in 2022 to total girls in C in 2021.
Sum of girls in A and B in 2021 is 500 and boys in A in 2021 is 148 more than that of boys in B in 2021. The total students in B in 2021 is what percentage of the total students in A in 2021.
If boys in C in 2021 is 144, which is 12 more than that in C in 2022, then find the total girls in C in both the years.
Average number of boys and girls in B in 2022 is 480, then find the boys in B in 2022.
Directions · Q.56–60
Read the information and answer the questions given below. There are three people (A, B, and C) selling clutches and wallets. Wallets sold by C are 40% more than clutches sold by A. Clutches sold by C is 30% of the total items sold by C. Wallets sold by C are 40 more than clutches sold by B, and wallets sold by B are 50 more than clutches sold by C. Wallets sold by all three people are 332 and clutches sold by all three people are 260. (Note: Total items = Clutches and wallets)
The number of wallets sold by A and C together is what percentage more than total items sold by C.
Find the difference between total clutches sold by A and C together and total wallets sold by B and C together.
Clutches sold byF is two - third of total clutches sold by C and wallets sold by F is (16/5) of total wallets sold by B. Find the total items sold by F.
If the cost price of each clutches is Rs 20 sold by A and B. Each clutches sold at a profit of 10% by both the shops, then find the profit earned by A and B (in Rs).
78% of the clutches sold by B are defective and 20% of wallet sold by B are non- defective, then find the total non – defective items sold by B.
Directions · Q.71–75
Read the table carefully and answer the following questions. The table shows the total students and the latecomer students in five different schools. It also shows the percentage or number of punctual students out of the total students in these schools . Note – Total students = latecomer students + punctual students. Table (transcribed from image in source):
| Schools | Total students | Total latecomers | Percentage/number of punctual students |
|---|---|---|---|
| A | 1250 | 250 | P% |
| B | 2000 | M | (100 – P)% |
| C | M | 1200 | N |
| D | 2N | R | M/8 |
| E | 21P | T | R |
Which of the following option/s is/are correct. (i) M is a square of a number (ii) R is the multiple of 3 (iii) T is the multiple of 12 (iv) P, M & N are odd number.
Latecomerstudents in A and B together are what percentage of punctual students in B, C & D.
Find the difference between the total students in C and D together and the latecomers studentsin A and E together.
In school D, the ratio of latecomer boys to girls is 3:5 and total girls in school D is 400, then find the boys who are punctual in D.
Find the ratio of the average number of punctual students in all the schools to total latecomer students in C.
Directions · Q.41–45
Read the following pie charts carefully and answer the questions given below. The pie chart I shows percentage distribution of total population of Mumbai and Delhi together in five different years. The pie chart II shows percentage distribution of total population of Delhi in these years. Pie chart data (transcribed from chart image in source):
Pie chart I - Total population of Mumbai and Delhi together = 15000
Pie chart II - Total population of Delhi = 9000
Find the ratio of total population of Mumbai in 2021 to total population of Delhi in 2020.
The ratio of males to females in Delhi in 2018 was 1:2, and the ratio of males in Mumbai in 2018 was two-third that of males in Delhi. Find the total females in Mumbai and Delhi together in 2018.
The total population of Delhi in 2023 is increase by 20% from previous year and the total population of Mumbai in 2019 is 25% less than that in 2023. Find the difference between the total population of Delhi and Mumbai together in 2021 to that in 2023.
Total population of Mumbai in 2021 is how much percentage more or less than the total population of Delhi in 2019?
In 2022, 72% of the total population of Delhi are literate and the rest are illiterate. The ratio of the illiterate population of Delhi to Mumbai is 15:8. Find the average of literate population of Mumbai and the total population of Delhi in 2018.
Directions · Q.51–55
Read the following table carefully and answer the questions given below. The table shows total managers and the ratio of managers to workers in four different companies. Table (transcribed from image in source):
| Companies | Total managers | Managers: Workers |
|---|---|---|
| A | 240 | 12:7 |
| B | 550 | 11:9 |
| C | 360 | 2:3 |
| D | 400 | 5:2 |
Total workers in D and A together are what percentage of the total managers in C?
If total workers in E are 60% of that in A and total managers in E are 25% more than that in C, then find the difference between the total managers and workers together in E and in D.
Find the ratio of the total workers in B and D together to total managers in A and C together.
80% of the managers in B prefer the night shift and managers in B who prefer the morning shift is five times that of workers. Find the average number of workers who prefers night shift in B and total managers in A?
In C, 5/8th of the total managers working from home and the rest are working from the office. If 60% of the workers work from the office, then the total managers working from the office is what percentage of the total workers working from home?
Directions · Q.46–50
The table shows the total number of girls and average number of girls and boys in four different schools (A, B, C & D).Read the table carefully and answer the following questions. Table (transcribed from image in source):
| Schools | Total girls | Average of total girls and boys |
|---|---|---|
| A | 80 | 90 |
| B | 70 | 160 |
| C | 60 | 40 |
| D | 40 | 60 |
Find the ratio of total girls in B and boys in C together to total students in B.
The average number of students in A and B is what percentage more/less than the sum of difference between girls and boy in A and D.
In school E, total students are 20% more than that of in B and total girls are 20% of the number of boys in all the schools. Find the boys in E is how many more than girls in C.
If the school fee of boys in C is Rs X and girls in C is (X – 50), then the fee collected from boys is equal to the girls. The total fee collected from D is 200% more than that of C and fee of each boy is same as C, then find the total fee collected from girls in D.
Average of girls in all the schools is what percentage of total students in A and D.
Directions · Q.72–76
Read the pie chart carefully and answer the following questions. Pie chart (I) shows percentage distribution of total number of employees (Males + Females) working in an office on four different days (Monday, Tuesday, Wednesday & Thursday). Pie chart (II) shows the percentage distribution of number of females working on these days. Pie chart values (read from chart image in source): Pie (I) - Total employees =1200: Thursday 30%, Monday 20%, Wednesday 35%, Tuesday 15% Pie- II Total females=700: Monday 20%, Thursday 25%, Wednesday 40%, Tuesday 15%
Females working on Monday are what percentage of average number of females working in all the days except Thursday.
On Friday, total employees working are 33.33% more than that working on Wednesday. Find the average number of employees working on Friday and Monday.
If 20% Males working on Thursday left the office early and the number of remaining Males are working late which is are equal to the females who left the office early, then find the difference between total early going males and late going females on Thursday.
50% of the employees working on Wednesday get the increment and males who get the increment are 50% more than females. Find the difference between males who do not get the increment and females who do not get the increment.
Find the ratio of females working on Thursday and Monday together to total employees working on Tuesday and Wednesday.
Directions · Q.41–45
Read the following information carefully and answer the questions given below. Information about three football players who scored goals in 2022 and 2023. The total goals scored by player X in 2022 and 2023 together are 30, and the total goals scored in 2023 by all three players are 75. The ratio of goals scored by player Y in 2022 and 2023 is 3:4, and goals scored by player Z in 2022 are 60% of those of player Y in 2022. Goals scored by player Z in 2023 are 5 more than those in 2022, and the average goals scored by all three players in 2022 are 22.
Goals scored by X in 2023 is how much percentage more or less than goals scored by Y in 2022.
Find the ratio of the total goals scored by X and Z in 2022 together to the total goals scored by Y in 2022 and 2023 together.
Goals scored by Z in 2022 is how much percentage goals scored by Y in 2023 ?
If the total goals scored by X in 2022 are 25% less than compared to the previous year (2021), then find the average goals scored by X in 2021 and goals scored by Y in 2023.
The total goals scored by P in 2022 and the total goals scored by X in 2023 are in the ratio of 5:3, respectively. If the total goals scored by P in 2022 and 2023 together are 50% more than those of Y, then find the difference between the total goals scored by P in 2023 and the total goals scored by Z in 2022.
Directions · Q.51–55
Study the following pie chart carefully and answer the questions given below. Pie chart I shows the percentage distribution of total quantity (in kg) of tea and coffee together sold by five different companies (A, B, C, D, and E). Pie chart II shows the percentage distribution of total quantity (in kg) of coffee sold by these companies. Pie chart values (read from chart images in source): Pie I - Total quantity of tea and coffee sold = 3500 kg: A 25%, B 30%, C 15%, D 20%, E 10% Pie II - Total quantity of coffee sold = 2000 kg: A 30%, B 35%, C 15%, D 12%, E 8%
Find the ratio of the total quantity of tea sold by B and C together to the total quantity of coffee sold by A (in kg).
Total quantity of tea sold by A is what percentage more or less than the total quantity of coffee sold by C?
The total quantity of tea sold by X is 45% more than the total quantity of coffee sold by D. The total quantity of tea and coffee sold together by X is half that of B. If the price(per kg) of coffee and tea sold by X is Rs 12 and Rs 20, respectively, then find the total revenue generated by X to sell all the quantity of tea and coffee (in Rs).
If 80% of the quantity of coffee and 25% of the quantity of tea produced by B are sold, then the total unsold quantity of tea and coffee together by B is what percentage of the total quantity of tea and coffee sold by A?
Two (X and Y) types of tea and coffee quality sold by E. The ratio of X to Y type of coffee quality sold by E is 3:5 and the Y type of tea quality sold by E is 20% less than that of coffee. Find the difference between the X type of tea and coffee quality sold by E (in kg).
Directions · Q.61–65
Read the following table carefully and answer the questions given below. The table shows total students (boys and girls) in five (A, B, C, D and E) different schools. The table also shows the percentage of boys in these schools. Table (transcribed from image in source):
| Schools | Total students | Percentage of boys |
|---|---|---|
| A | 400 | 75% |
| B | 750 | 60% |
| C | 600 | 35% |
| D | 550 | 40% |
| E | 900 | 80% |
In school A, 28% of the total students got failed in the annual exam. Out of the passed students, two-thirds are boys. Find the difference between the total girls who are passed and the total boys who are failed.
If the total boys in school X is 33.33% more than that of girls in school C, and the ratio of the total students in schools B to X is 15:13, respectively, then find the ratio between the total girls in school X to total boys in school D.
The total students in school D is what percentage more or less than the total boys in school B (approx.)?
The annual fee of each boy and each girl in school E is Rs X+50 and Rs X-40, respectively, and the total annual fee received by school E is Rs 118800. If the annual fee of each boy and each girl in school C is Rs 0.5X and Rs 2X, respectively, then find the total annual fee received by school C (in Rs).
If 60% of boys and 20% of girls are present on a particular day in school A, then find the total absent students in school A.
Directions · Q.41–45
Read the following pie charts carefully and answer the questions given below. The pie chart (I) shows the percentage distribution of the total number of frogs and rabbits together in four (A, B, C, and D) different parks. The pie charts (II) show the percentage distribution of the total number of frogs in these parks. Pie chart values (read from chart images in source): Pie chart (I) total number of frogs and rabbits together = 3000: A 25%, B 10%, C 35%, D 30% Pie chart (II) Total number of frogs = 1800: A 30%, B 10%, C 35%, D 25%
The total number of rabbits in D and E is in the ratio of 15:11, respectively. If the total number of frogs in E is 25% more than that in B, then find the number of rabbits and frogs together in E.
If the total number of rabbits and frogs together in X is 5/6th of that in D and the number of frogs in A is 20% less than that in X, then find the difference between the number of rabbits in X and B.
Find the ratio of the average number of frogs in B and C together to the total number of rabbits in A.
The average number of rabbits and lizards in C is 270. The number of lizards in C is what percentage more or less than the number of frogs in D?
There are two types of rabbits, i.e., rex and polish, in A and D. The ratio of rex to polish rabbits in A is 7:8, respectively. If the number of rex rabbits in D is double that of A, then find the number of polish rabbits in A and D together.
Directions · Q.51–55
Read the following line graph carefully and answer the questions given below. The line graph shows total number of laptops and desktops sold by four different shops in 2021. Line graph values (read from chart image in source; points on gridlines):
| Shop | Total number of laptops sold | Total number of desktops sold |
|---|---|---|
| A | 150 | 180 |
| B | 240 | 120 |
| C | 130 | 190 |
| D | 200 | 250 |
The number of laptops sold by B in 2022 is 65% of the number of desktops sold by A in 2021. If the total number of laptops and desktops sold by B in 2022 is half that of D in 2021, then find the number of desktops sold by B in 2022.
The price of each laptop and desktop sold by B in 2021 is Rs Y and Rs 6000 respectively, If the total revenue generated by B by selling all the laptops and desktops is Rs 330Y, then find the value of 0.5Y.
The defective and non-defective desktops sold by C in 2021 are in the ratio of 11:8, respectively. If the number of non-defective laptops sold by C in 2021 is 25% less than that of desktops, then find the ratio of defective laptops to defective desktops sold by C in 2021.
The average number of desktops sold by A, B, and E in 2021 is 240, and the ratio of the number of laptops sold by D to E in 2021 is 5:3, respectively. The number of laptops sold by E in 2021 is what percentage of the number of desktops sold by E in 2021?
If the difference between the number of laptops sold by A and B together and the number of desktops sold by C and D together is X, then find the value of square of X.
Directions · Q.56–58
Read the following information carefully and answer the questions given below. The information about two (A and B) different companies that manufacture toys on three (Friday, Saturday, and Sunday) different days. Toys manufactured by B on Sunday are double that of A on Friday, and toys manufactured by A on Saturday are 20 less than toys manufactured by B on Sunday. Total toys manufactured by A and B on Saturday is 250, which is double than that on Friday. The sum of toys manufactured by A on Friday and Sunday is 120, and the average number of toys manufactured by B in all three days is 105.
Total toys manufactured by B on Friday and Sunday together are how many more or less than the total toys manufactured by A on all three days.
Toys manufactured by B on Saturday is what percentage of the toys manufactured by A and B together on Saturday?
Find the ratio of the toys manufactured by B on Friday to toys manufactured by A on Saturday.
Directions · Q.70–72
Read the following information carefully and answer the questions given below. The information about the total flowers (roses and jasmine) in three different gardens (X, Y, & Z). The ratio of roses in X to jasmine in Y is 3:7 respectively, and roses in Z are 20% more than jasmine in Y. The total flowers in X and Z are 200 and 576 respectively. Jasmine in Z is three times the jasmine in X, and roses in Y are half of the roses in Z.
Find the difference between total flowers in Y and total jasmine in X and Z together.
Find the average number of roses in X and Y.
Total roses in X is what percentage more or less than the total jasmine in Z?
Directions · Q.47–52
The pie chart (I) shows the percentage distribution of total number of orders delivered by Twiggy and Xomato together in four different days. The pie chart (II) shows percentage distribution of total number of orders delivered by Twiggy in these days. Read the following pie charts carefully and answer the questions given below. [Chart data transcribed from the chart image in the source PDF]
(I) Total orders delivered by Twiggy and Xomato together = 720
(II) Total orders delivered by Twiggy = 540
Total number of orders delivered by Xomato on Monday is 25% more than the total number of orders delivered by Twiggy on Thursday. If the average number of orders delivered by Xomato on Monday and Tuesday together is 95, then find the total number of orders delivered by Xomato on Tuesday?
Total number of orders delivered by Xomato on Saturday and Thursday together is what percentage more or less than the total number of orders delivered by Twiggy on Thursday?
On Sunday, 60% and 5/9th of the total orders delivered by Twiggy and Xomato are returned by the customers respectively, then find the difference between the actual number of orders delivered by Xomato and Twiggy on Sunday (actual numbers of orders means all orders which didn’t return)?
The total number of orders delivered by Twiggy and Xomato together on Monday are 38 less than that of on Saturday. If the average number of orders delivered by Xomato on Monday and Wednesday is 80 and the total number of orders delivered by Twiggy and Xomato on Wednesday is in the ratio of 1:4, respectively, then find the total number of orders delivered by Xomato on Monday.
Find the ratio between the total number of orders delivered by Twiggy on Thursday and Sunday together and the total number of orders delivered by Xomato on Friday and Saturday together.
If 7/12th of the total number of orders delivered by Twiggy in day shift on Thursday and 25% of the total number of orders delivered by Xomato in night shift on Thursday, then find the difference between the total number of orders delivered by Xomato and Twiggy in night shift on Thursday is what percentage of the total number of orders delivered by Twiggy and Xomato together on Sunday?
Directions · Q.53–58
The table shows the total songs (cultural and modern) download by two persons (A and B) in Quarter 1 and Quarter 2. The table also shows the ratio of cultural and modern songs download by these persons in the given quarters. Read the following table carefully and answer the questions given below. [Table transcribed from the table image in the source PDF]
| Person | Quarters | Total songs download | Ratio of cultural to modern songs download |
|---|---|---|---|
| A | Quarter1 | 65 | 5:8 |
| A | Quarter2 | 80 | 3:5 |
| B | Quarter1 | 55 | 5:6 |
| B | Quarter2 | 90 | 2:3 |
Find the ratio of the cultural songs download by A in quarter 2 to the modern songs download by B in quarter 1.
The total songs download by C in quarter 1 are 60% more than the modern songs download by B in quarter 1. If the cultural songs download by C in quarter 1 are 20% less than those of A, then find the modern songs download by C in quarter 1 is how many more or less than the cultural songs download by A in quarter 2.
The total songs download by A in quarter 3 and quarter 2 are in the ratio of 11:16, respectively. If the average cultural song downloads by A in quarter 1 and quarter 3 is 24, then the modern song download by A in quarter 3 is what percentage of the total song download by B in quarter 2 (approx.)?
Find the difference between the average modern songs download by B in quarter 1 and quarter 2 and the cultural songs download by A in quarter 2.
Total romantic songs download by A in quarters 1 and 2 is X+8 and X-5 respectively. If the total songs (cultural and modern) download by A in quarter 2 is three less than the total romantic songs download by A in quarters 1 & 2, then find the value of X.
Total modern songs download by B in quarter 1 is how much percentage more or less than the total modern songs download by A in quarter 2?
Directions · Q.65–66
Read the information carefully and answer the questions carefully. There are three institutions A, B, C in which some students (boys and girls) and B has 36 boys. The difference between the number of boys in A and B equals to the difference of number of boys in A and C. The number of boys in School C is greater than the number of boys in School A. The respective number of girls in Schools A, B, and C are consecutive multiples of 4. The total number of students in School A is 40. The total number of students in School C is 56.(Note: A has least number of boys)
What is the number of boys in School A?
What are the total numbers of girls in Schools A, B, and C together?
Directions · Q.41–46
Read the following pie charts carefully and answer the questions given below. The pie chart (I) shows the percentage distribution of the total population (males and females) in 2021 and 2022 together in five different villages. The pie chart (II) shows the percentage distribution of the total population (males and females) in 2022 in these villages. [Chart data transcribed from the chart image in the source PDF]
(I) Total population 2021 and 2022 together = 5400
(II) Total population in 2022 = 2000
The ratio of males to females in 2021 in village D is 9:4 and the total males in 2022 in the village D is one-third of the males in 2021 in the same village. Find the difference between the total females in 2021 and 2022 in village D.
Find the ratio between the total population in village B in 2022 to the total population in village C in 2021.
60% of the total population in village E is illiterate, and the rest will be literate in 2022. If the ratio between the literate population in 2022 and 2021 in village E is 5:2, respectively, then the total illiterate population in 2021 is what percentage of the total literate population in 2022 in village E?
Total males in village A in 2022 are 60% more than that in 2021, and the total females in the village in 2022 are 200 less than that of males. The total females in village A in 2021 is what percentage more or less than the total population in villages B in 2022 and 2021 together (approx.).
Total population in village F in 2022 is 37.5% less than that in C. If the total population in village F in 2021 and 2022 together is five more than half of the total population in village A in 2021, then find the average population in village F and village B in 2021.
Total population in village E in 2022 is how many more or less than the average population in village E and B in 2021.
Directions · Q.51–55
Read the following bar graph carefully and answer the questions given below. The bar graph shows total number of males and females together in four different cities and the number of males in these cities. [Values read off the bar-graph image in the source PDF; bars have no data labels, y-axis 0-70 with minor gridlines every 2]
| City | Total number of males and females | Total number of males |
|---|---|---|
| A | 36 | 14 |
| B | 44 | 20 |
| C | 56 | 36 |
| D | 64 | 28 |
Total number of males in city A and C together is what percentage more or less than the total number of females in B and D together?
The total number of females in city X is 75% more than that in D. If the total number of males and females in city X is thrice that of B, then find the difference between the total number of males in cities A and X.
In city B, 3/4th of the total number of males owned car and total number of females who did not own car is twice that of males. Find the number males and females together who owned cars are how many more or less than those who did not owned car.
The average number of females in cities A, C and E is 25, If the total number of males in city E and city B is in the ratio of 3:4 respectively, then find the total number of males and females together in city E.
Find the ratio of the total females in city A and B together to total males and females together in city C.
Directions · Q.41–46
Read the following table carefully and answer the questions given below. The table shows the total number of mangoes sold and the percentage of mangoes sold to females by four shops.
| Shops | Total number of mangoes sold | Percentage of mangoes sold to females |
|---|---|---|
| A | 480 | 75% |
| B | 560 | 60% |
| C | 320 | 45% |
| D | 750 | 80% |
Find the difference between the total number of mangoes sold to males by shops A and C together and the total number of mangoes sold to females by shops B and D together.
The total number of mangoes sold by shop E is 25% more than that of shop C. If the number of mangoes sold to males by shop E is 3/4 of the total number of mangoes sold to males by shop B, then find the number of mangoes sold to females by shop E.
The total number of mangoes sold to males by shop D is what percentage more or less than the total number of mangoes sold to females by shop A?
Note: Answer check: the source key reads the comparison the wrong way round. With the correct base the answer is 58.33% less, so check the base before trusting the key.
The number of mangoes sold by shop C to males and females at 25% and 50% profit, respectively. If the cost price of each mango sold by shop C is Rs 20, then find the overall profit earned by shop C (in Rs).
5/8 of the number of mangoes sold to females by shop B are rotten, and the total number of rotten mangoes sold by shop B is 315. Find the number of fresh mangoes sold to males by shop B.
The total number of apples sold by shop D is 20% less than the average number of mangoes sold by shops B and C. The total number of apples sold to males by shop D and the total number of mangoes sold to females by shop B are in the ratio of 9:16, respectively. Find the total number of apples sold to females by shop D.
Directions · Q.63–65
Read the data carefully and answer the following questions. There are two buses A and B. Total number of seats in A is 40 and out of that 6 seats are vacant. The number of males occupied the seat in A is 6 more than that of females occupied the seats. The vacant seats in B is 50% less than that of A. The ratio of male occupied to females occupied the seats in bus B is 10:7. Total occupied seats in B is 50% more than A.
Find the difference between total seats in A and B.
Note: Answer check: Source key looks wrong: the question asks for the difference, but the source solution adds the two values (40+54=94). The difference, 14, is not among the options.
Find the total seats occupied by females in both the buses is what percentage of total seats in A.
Find the ratio of occupied seats in B to vacant seats in both the buses.
Directions · Q.66–70
Read the information carefully and answer the following questions. The pie chart shows the percentage of total students (male and females) in four colleges and another pie chart shows the number of females in these colleges. [Chart data transcribed from the chart image in the source PDF]
Pie chart 1 - Percentage of total male and females = 2000
Pie chart 2 - Females = 800
Find the average number of males in B, C & D.
Find the ratio of males in college C and D together to females in A and C together.
Find the total females in C and B together is what percentage of total students in D.
In college D, total number of students is 3X, out of that 35% are females. Find the males in D is what percentage more/less than total students in B.
Find the difference between total students in A & B together and twice the males in B.
Directions · Q.41–46
Read the information and answer the following question. The table shows the total number of females and ratio of male to females in five different companies.
| Companies | Males: Females | Females |
|---|---|---|
| A | 7:5 | 25 |
| B | 3:4 | 64 |
| C | 6:11 | 88 |
| D | 3:7 | 70 |
| E | 9:13 | 65 |
In company F, total number of females are 20% more than females in A and males are 20% less than that of females. Find the difference between total employees in F and E.
Find the average number of males in D and B.
The ratio of promoted to non-promoted from total employees in D is 2:3. Total females who got promoted in D is 25. Find the females who got promoted in D is what percentage of non promoted females in D.
Find the ratio of total employees in A to males in B & D together.
Find the difference between total males and females in all the companies.
The ratio of intern to permanent employees in C is 1:1 and out of that 25 are female intern. Find the permanent male employees in C.
Directions · Q.47–52
The line graph shows the number of cupboard and dashboard in four shops. [Values read off the line-graph image in the source PDF; the graph has no data labels, points lie on gridlines (interval 25)]
| Shop | Cupboard | Dashboard |
|---|---|---|
| A | 100 | 225 |
| B | 75 | 200 |
| C | 125 | 175 |
| D | 100 | 125 |
Find the average of cupboard in A, dashboard in B and (cupboard + dashboard) in C.
Find the ratio of (cupboard and dashboard) in A to dashboard in B and C together.
Cupboard in all the shops is how many more than dashboard in A and B together.
Note: Answer check: Graph values give cupboards 25 less than dashboards, not 25 more as the question says. The source key (25) is still the only sensible option.
If 20% of the cupboard sold from total cupboard in A and 45 dashboard sold out of total dashboard in B. find the sum of unsold dashboard in B and unsold cupboard in A.
The ratio of defective to non defective cupboard in C is 3:2, find the non-defective cupboard in C is what percentage more/less than total dashboard in B.
Find the cupboard in B is what percentage of dashboard in D.