Question

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

Statements: S ≥ R < M < P; N < Q ≤ R; N ≥ O

Conclusions:

I. M > O

II. M ≥ N

III. S ≥ N

1.

Both I and II is True

2.

Only I is True

3. Both II and III is True
4. All I, II and III are True
5.

None is True

Answer 1

Correct Answer - Option 2 :

Only I is True

Solution:

Given statements: S ≥ R < M < P; N < Q ≤ R; N ≥ O

On combining: S ≥ R < M < P, O ≤ N < Q ≤ R

Conclusions:

I. M > O → True (As, O ≤ N < Q ≤ R < M → M > O. So, it is true).

II. M ≥ N → False (As, N < Q ≤ R < M → M > N. So, it is false).

III. S ≥ N → False (As S ≥ R ≥ Q > N → S > N. So, it is false).

Hence, only I is true.