In this question, two statements are followed by four conclusions given as options. Decide which conclusion is definitely true, based on the given statements.
Statements:
\(P \geq Q \geq R \geq S < T \[10pt] J \leq K \leq R\)
- AOption (a)
J > T
- BOption (b)
P ≥ J
- COption (c)
K < T
- DOption (d)
S ≥ K
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Correct answer
P ≥ J
Why this answer is correct
Given
Statement:
P ≥ Q ≥ R ≥ S < T; J ≤ K ≤ R
Conclusions:
Option 1) J > T → Does not follow (As J ≤ K ≤ R ≥ S < T. So, Here no relation can be determined between J and T, therefore it is false)
Option 2) P ≥ J → Follow (As P ≥ Q ≥ R ≥ K ≥ J . So, it can be concluded as 'P ≥ J', therefore it is true)
Option 3) K < T → Does not follow (As K ≤ R ≥ S < T. Here no relation can be determined between K and T, therefore it is false)
Option 4) S ≥ K → Does not follow (As K ≤ R ≥ S. Here no relation can be determined between K and S, therefore it is false)
Thus, out of all the options, 'P ≥ J' can be concluded from the given statement.
Hence, the correct answer is "Option 2".
