Question
How many teams play between the teams which play game R and W?
Study the following information carefully and answer the given questions: In a sports meet, different teams – E, G, B, I, H, K, A,L,D, L, C, J and F play different games – Q, U, Y, P, O, T, W, V, S, X, Z and R in different time slots – 8:00am, 12:00pm and 3:00pm on different days of week – Monday, Wednesday, Friday and Sunday. T is played before R. Team A plays W. Z is played on the same day on which V is organized. Q is played by neither B nor C team. Team D plays Y at 12:00pm. Only 2 teams play between team I and team J. There are 3 teams which play between team F and teamI. Team F does not play S. U is played by H team. S is played in the last slot of last day of week. Number of games played between X and V is equivalent to the number of games played between U and O. Both X and V are played before P. Q is played immediately before Z. Team E plays
X. Team L plays P on Wednesday in third slot. Number of teams playing before V is equivalent to number of teams playing after Team F. O is played by team G immediately before S. Number of games played before P is equivalent to number of games played after U.
Solution
S is played in last slot of last day. Team L plays P on Wednesday in third slot. O is played by team G immediately before S. 
Only 3 teams play between team F and I. (so, we get 2 possible cases here as position of I is not confirmed). Case-1 
Team E plays X. Team D plays Y at 12:00pm. (so, only possibility is team D playing on Monday). Only 2 teams play between I and J teams Case-1 
Team H plays U. (So, case 2 gets eliminated as it does not satisfy the condition). V and Z are played on the same day. (so, Z must be played on Wednesday). Q is played immediately before Z. Team A plays W. (only possible place is W is played on Sunday). 
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