Question given below has a problem and two statements I & II. Decide if the information given in the statement is sufficient for answering the problem:
$K, R, S$ and $T$ are four players in Indian Cricket team. Who is the oldest among them?
I : The total age of $K$ & $T$ together is more than that of $S$
II : The total age of $R$ & $K$ together is less than that of $S$

Data in statement I alone is sufficient

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Data in statement II alone is sufficient

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Data in both statements together is sufficient

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Data in both statement together is not sufficient

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Solution

The correct option is D Data in both statement together is not sufficient
From the given information we can say that $R < S, K < S$ . But, we cannot confirm if $T < S$ or $T > S$ . So we cannot determine the oldest.
Hence, option D is correct.

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Similar questions

Q. Question given below has a problem and two statements I & II. Decide if the information given in the statement is sufficient for answering the problem:

K, R, S

and

T

are four players in Indian Cricket team. Who is the oldest among them?
I : The total age of

K

T

together is more than that of

S

II : The total age of

R

K

together is less than that of

S

Q. Question given below has a problem and two statements I & II. Decide if the information given in the statement is sufficient for answering the problem.
K, R, S and T are four players in the Indian Cricket team. Who is the oldest among them?
I : The total age of K & T together is more than that of S.
Il : The total age of R & K together is less than that of S.

Among five friends---P, Q, R, S and T each of a different height, who is the second tallest? I. T is taller than S and Q. Q is shorter than S. II. R is taller than T. P is not the tallest.

A, K, M and P are 4 friends. Who among them is the heaviest?

Statement I: P is heavier than M and K but lighter than A.

Statement II: M is lighter than P and A but heavier than K.

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The correct option is D Data in both statement together is not sufficientFrom the given information we can say that R<S,K<S. But, we cannot confirm if T<S or T>S. So we cannot determine the oldest.Hence, option D is correct.

The correct option is D Data in both statement together is not sufficient
From the given information we can say that $R < S, K < S$ . But, we cannot confirm if $T < S$ or $T > S$ . So we cannot determine the oldest.
Hence, option D is correct.