In the question, two quantities I and II are given. You have to solve both the quantities and establish the correct relation between Quantity - I and Quantity - II and choose the correct option accordingly.
Quantity I: Pipe P and Q together can fill a tank in 34 seconds while pipe P, Q, and R together can fill the same tank in 40.8 seconds. Find the capacity of the tank if pipe R can pump out 500 ml water per second.
Quantity II: A vessel contains 238 liters mixture of milk and water in the ratio of 10:7 respectively. 'x' liters of the mixture is taken out from the vessel and replaced with 44 liters of water so that the ratio of the water to milk in the mixture becomes 5:4. Find the value of 'x'.
Quantity I: Pipe P and Q together can fill a tank in 34 seconds while pipe P, Q, and R together can fill the same tank in 40.8 seconds. Find the capacity of the tank if pipe R can pump out 500 ml water per second.
Quantity II: A vessel contains 238 liters mixture of milk and water in the ratio of 10:7 respectively. 'x' liters of the mixture is taken out from the vessel and replaced with 44 liters of water so that the ratio of the water to milk in the mixture becomes 5:4. Find the value of 'x'.
1
Quantity - I < Quantity - II
2
Quantity - I > Quantity - II
3
Quantity - I ≥ Quantity - II
4
Quantity - I ≤ Quantity - II
5
Quantity - I = Quantity - II or No relation