Two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs, X and Y. Now, jug X is 1/4 full, while jug Y is 2/3 full. If water is poured from jug X into jug Y until jug Y is filled, what fraction of jug X then contains water?
Choose one:
A) 0 B) 1/15 C) 2/15 D) 1/8 E) 2/10
Suppose the water in each jug is L liters   CX x (1/4) = L   CX = 4L liters   CX is capacity of X   CY x (2/3) = L   CY = 3L/2 liters   CY is capacity of Y   Now, Y is 3L/2 - L empty = L/2 empty   So, we can put only L/2 water in jug Y from Jug X   Jug X's remaining water = L - L/2 = L/2   Fraction of X which contains water = water / CX   = (L/2)/ 4L   = 1/8   Answer will be 1/8
<result>D</result>
Two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs, X and Y. Now, jug X is 1/4 full, while jug Y is 2/3 full. If water is poured from jug X into jug Y until jug Y is filled, what fraction of jug X then contains water?