Statement: “Each time Sachin is the captain India loses.”

Meaning:

Sachin captain → India did NOT win = P → Q

Correct logical pair = PQ.

Among the options that match implication form (if P then Q) is:

P = Sachin is the captain

Q = India did not win

But options are given as PS, SR, SP, RP.

Among these, SP corresponds to:

S = Indian won

P = Sachin is captain → which contradicts the statement, so not valid.

PS = P (Sachin captain), S (India won) → Wrong

SR = Indian won, Sachin not captain → Not matching

SP = Sachin captain → India won → Opposite

RP = Sachin not captain → Sachin is captain → Contradiction

Correct matching implication: P → Q

But since Q is not in any option, the only logically consistent elimination leads to SR, which does not violate the main statement.