Two mixtures P and Q are in the ratio of 3:2 respectively. Mixture P contains a % of milk and b % of water, and mixture Q contains d % of milk and e %...
Question
Two mixtures P and Q are in the ratio of 3:2 respectively. Mixture P contains a% of milk and b% of water, and mixture Q contains d% of milk and e% of water. If mixture Q is mixed with mixture P, then the final quantity of milk becomes 23% of the total mixture. Given that a + d = 45, which statement(s) is/are necessary to find the final quantity of milk?
(I)
(II) Initial quantity of mixture P is 60 liters out of which 15 liters is milk.
(III) If 15 liters of the mixture is taken out from mixture P and mixed with mixture Q, then the total quantity of water in mixture Q becomes 40 liters.