ibps-rrb-oa 2022 · Question 132 of 181

Read the following information carefully and answer the questions given below. There are three types of mixtures in three (A, B and C) different vessels. The ratio of milk and water in A is 5:2 respectively. The ratio of milk and syrup in B is 2:1. The quantity of water in C is equal to that of A. If 28 liters of the mixture is taken out from A and added into B, then the quantity of milk in B becomes 40 liters. If 40% of the mixture from C is removed, then the quantity of syrup in C becomes 15 liters. The ratio of initial quantities of mixture in B and C is 6: 13 respectively. Find the ratio of initial quantity of mixture in vessel A to the final quantity of water in vessel C after removing 40% of the mixture.

Caselet (mixtures)

1. Aa) 35:6Correct
2. Bb) 45:13
3. Cc) 22:9
4. Dd) 1:39
5. Ee) 17:9