Q-QC-1Q.11
Quantity I: 5 years ago, the ages of Agila and Hema are in the ratio of 3: 2. Three years ago, Agila’s age is equal to Hema’s age after 2 years. Find Agila’s present age Quantity II: 20 years
- A.a
- B.b
- C.c
- D.d
- E.e
Quantitative Aptitude
22 questions across 3 exam years. Answers for this topic
Directions · Q.11–15
Direction (11-15) Each question contains a statement followed by Quantity I and Quantity II. Read the contents clearly and answer your questions accordingly. a) Quantity I > Quantity II b) Quantity I ≥ Quantity II c) Quantity II > Quantity I d) Quantity II ≥ Quantity I e) Quantity I = Quantity II or Relation cannot be established
Quantity I: 5 years ago, the ages of Agila and Hema are in the ratio of 3: 2. Three years ago, Agila’s age is equal to Hema’s age after 2 years. Find Agila’s present age Quantity II: 20 years
Quantity I: 24 km/hr Quantity II: The speed of the current is 12 km/hr. A boat goes 120 km upstream and comes back to starting point in 18 (¾) hrs. Find the speed of the boat in still water (In km/hr)
A shopkeeper has purchased mobile and laptop for Rs.11000. If he sold mobile at 5% loss and laptop at 6% profit and then the whole transaction he gets no loss no profit. Quantity I:What is the cost price of Laptop? Quantity II: What is the cost price of Mobile?
Quantity I: The average weight of 10 students in the class is decreased by 5 kg when two students with weight 40 kg and 48 kg are replaced by two new students. Find the average weight of the new students? Quantity II: 19
Quantity I: 30 women can do a piece of work in 15 days for working 8 hours per day. How many women are required to complete the work by 4 hours per day in 45 days? Quantity II: 120% of 40.
Directions · Q.63–67
Directions (63-67): In the following questions, calculate quantity I and quantity II, compare them and answer according to the following options.
Quantity I: Profit earned on selling an article at Rs. 450 at 20% profit Quantity II: Cost price of the article which is sold at Rs.84 on 20% profit
In a village there are 60% males and rest are females. 30% of total male are illiterate and 25% of total female are illiterate. Number of illiterate males is 1152. Quantity I: Literate females in the village. Quantity II: 1940
A man invested Rs. P at 12% p.a. on simple interest for two years. Quantity I: If at the end of second year he gets Rs.1200 as interest, then find Rs.P. Quantity II: Rs.6000
Ploughing cost of a rectangular field is Rs.288 at the rate of Rs.3 per square meter. Length of the field is 4 meters more than the width of field. Quantity I: Length of rectangular field. Quantity II: 12 meters.
Quantity I: Sum of present ages of Shivam and Prashant is 32 years and Shivam is 8 years older than Prashant. Find present age of Prashant. Quantity II: 15 years.
Directions · Q.63–65
In the following questions, calculate quantity I and quantity II, compare them and answer according to the following options.
Quantity I: Profit earned on selling an article at Rs. 900 at 20% profit. Quantity II: Cost price of the article which is sold at Rs. 168 on 20% profit.
In a village there are 60% males and rest are females. 30% of total male are illiterate and 25% of total female are illiterate. Number of illiterate males is 1152. Quantity I: Literate females in the village. Quantity II: 1940
A man invested Rs. X at 12% p.a. on simple interest for two years. Quantity I: If at the end of second year he gets Rs.2400 as interest, then find Rs. X. Quantity II: Rs.12000
Directions · Q.77–80
In the following questions, two quantities (I) and (II) are given. You have to solve both the quantities and mark the appropriate answer.
Quantity I: 6x² – 5x + 1 = 0 Quantity II: 3y² + 8y – 3 = 0
144 men can complete a work in (X) days, while 3X men can complete the same work in 0.8X days. Quantity I. X Quantity II. 60
Quantity I: p² + 7p + 10 = 0 Quantity II: 2q² + 5q + 2 = 0
The difference between time taken by the train whose speed is 80 m/s and length is 200 meters to cross the pole and bridge is 3.75 seconds. Quantity I. Length of bridge Quantity II. Length of train
Directions · Q.68–69
In the given question, two quantities are given, one as ‘Quantity I’ and another as ‘Quantity II’. You have to determine relationship between two quantities and choose the appropriate option.
Quantity I: A mixture contains 120 liters of milk and water in the ratio of 3:5, respectively. If Y liters of mixture are taken out and 10 liters of milk and 15 liters of water are added to the mixture, then the ratio of milk to water becomes 8:13. Find Y. Quantity II: 60
Quantity I: A Y-meter-long train can cross a 100-meter-long bridge in 8 seconds. If the speed of the train is 72 km/hr, then find (4/3)Y. Quantity II: 50
Directions · Q.73–75
In the questions, two quantities are given, one as ‘Quantity I’ and another as ‘Quantity II’. You have to determine relationship between two quantities and choose the appropriate option.
Quantity I: A, B and C together can complete the piece of work in 48 days. A and C together can complete the work in 72 days and B and C together can complete the work in 96 days. In how many days A alone can complete the work? Quantity II: 96 days
Quantity I: 25% Quantity II: In 2021 number of employees in the company is 3600 and the number of employees in 2023 is 4800. What is the approximate percentage increase in the number of employees from 2023 with respect to 2021?
Quantity I: Train A crosses a car running in the opposite direction at the speed of 45 kmph in 13.5 seconds and the speed of train A is 75 kmph. Find the length of train A? Quantity II: 420 meters