A team of five delegates must be selected from a group of
Americans (Jack, Michael, Brenda and Cindy), Russians
(Dmitri, Vlad, Karla and Ana) and Indians (Rohan, Shyam,
Pooja and Neha) such that there is at least one
representative from each country. Neither Americans nor
the Russians want their number to be less than the other
in a team. A few more conditions have to be satisfied.
(i) Neither Brenda nor Cindy wants to be in the same
team as either Pooja or Neha.
(ii) Neither Dmitri nor Vlad wants to be in the same team
as either Shyam or Pooja.
(iii) Michael, Karla and Rohit should not be selected
together.
(iv) Jack and Ana must be selected together.
16. If Rohit is the only Indian not selected, then in how
many different ways can the team be selected?
(A) One (B) Two
(C) Three (D) More than three
17. If the only Indian not selected is not Rohit, then who
among the following must be selected?
(A) Michael (B) Karla
(C) Vlad (D) Jack
18. If the only Indian selected is Shyam, then which
among the following cannot be the pair of Americans
selected?
(A) Jack, Michael (B) Jack, Brenda
(C) Jack, Cindy (D) Brenda, Cindy
19. If Karla and Ana are selected, then in how many
different ways can the team be selected?
(A) Six (B) Seven
(C) Eight (D) None of these
