Quantitative Aptitude
33 questions across 10 exam years. Answers for this topic
In a mixture, the quantity of milk is x liters and water are 8 liters. Five liters pure milk and six liters of water added in the mixture so that milk becomes 75% of resultant mixture. If 10 liters of resultant mixture is removed, then find the remaining quantity of mixture (in liters).
X liter mixture of milk and water contains 33 1/3% water. If 54 liter of mixture taken out and 42 liter of water added, then water and milk becomes equal in the resultant mixture. Find the value of X.
Vessels A and B contain a mixture of milk and water in the ratios 2:3 and 3:1, respectively. 25 liters taken out four times from A, then the vessel becomes empty. If the initial quantities of water from A and B are mixed together, then the resultant water becomes 120 liter. Find the difference between milk and water in vessel B.
A vessel contains 80 liters of milk. 20 liters of milk are taken out and replaced with water. Now 40% of the mixture is taken out, and Y liters of water are added to the mixture such that the ratio of milk to water becomes 9:4, respectively. Find the value of square of Y.
Two containers, X and Y, hold a mixture of alcohol and water. The ratio of alcohol to water in container X is 7:3, and the alcohol in container Y is 15 liters more than that in container X. Water in container X is 5 liters less than that in container Y, and both mixtures are combined into a new container Z. If the total quantity of the mixture in container Z is 220 liters, find the quantity of the mixture in container Y (in liters).
The ratio of total mixture to milk in v essel P is 12: 5. If 24 liters of mixture is taken out and 12 liters of water is added, then the ratio of milk to water in the resultant mixture becomes 10: 17. Find the initial quantity of mixture (in liters)
A mixture contains sugar and salt, and the quantity of sugar is 8 kg more than that of salt. If 1/4th of the mixture is taken out and 2 kg of salt are added to the mixture, then the ratio of sugar to salt becomes 15:13, respectively. Find the initial quantity of sugar (in kg).
A mixture of Y liters of juice and water is in the ratio 3:1 respectively. If 20 liters of the mixture is taken out and 10 liters of water is added to the mixture, the ratio of juice to water in the resultant mixture becomes 5:3. Find the value of Y.