Statements P Q ge R Q ge S gt T U lt R Conclusions I P ge S II Q ...........

Logical Reasoning (RBI) Coded inequality

In the following question, assuming the given statements to be true, find which of the conclusion among given conclusions is /are definitely true and then give your answers accordingly.

Statements: P = Q ≥ R; Q ≥ S > T; U < R

Conclusions: I. P ≥ S II. Q > U

III. P = T IV. R > P

None is true

Both I and II are true.

Only III follows.

Both I and III follow.

All are true.

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Explanation:

Given statements: P = Q ≥ R; Q ≥ S > T; U < R On combining: P = Q ≥ R > U; P = Q ≥ S > T I. P ≥ S (true) (as P = Q ≥ S. So P is greater than and equal to S) II. Q > U (true) (as Q ≥ R > U. So Q is greater than U) III. P = T (false) (P = Q ≥ S > T. So P is greater than T) IV. R > P (false) (P = Q ≥ R. P is greater than and equal to R.) Therefore, both conclusion I and II follows.