Five friends A, B, C, D and E bought 10 chocolates and distributed those among themselves such that each of them received a distinct integral number of chocolates. Each of them also likes to watch a TV show among Sportscenter, Raw, Wrestlemania, Smackdown and Hitz (not necessarily in that order). Sportscenter and Hitz are sports shows and rest are wrestling shows. No two persons like the same TV show.
Following informations are also given:
(i) C, who didn’t receive any chocolate, does not like any wrestling show.
(ii) A received more chocolates than B, whereas E did not receive the maximum number of chocolates.
(iii) Difference in the number of chocolates with A and C is equals to the difference in the number of chocolates with D and B.
(iv) B and C like TV shows starting with the same alphabet.
(v) The person receiving the maximum number of chocolates likes a sports show.
1. The sum of the number of chocolates with B and D is
(1) 3 (2) 4 (3) 5 (4) 6
2. Who likes Wrestlemania?
(1) A (2) E (3) D (4) Cannot be determined
3. If the person with 3 chocolates likes Raw, then how many chocolates does the person who like Wrestlemania have?
(1) 1 (2) 2 (3) 3 (4) 4
4. D likes
(1) Raw (2) Wrestlemania
(3) Hitz (4) Cannot be determined