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Three statements are given, followed by three conclusions. Assuming the statement to be true, even if they seem to be at variance with commonly known facts, decide which of the conclusions logically follow(s) from the statements. Statements: 1. All children study in class V. 2. Some children go to coaching. 3. Some children are brilliant. Conclusions: I. All children who go to coaching are brilliant. II. Children who go to coaching also study in class V. III. All children who study in class V are not brilliant.

Three statements are given, followed by three conclusions. Assuming the statement to be true, even if they seem to be at variance with commonly known facts, decide which of the conclusions logically follow(s) from the statements. Statements: 1. All children study in class V. 2. Some children go to coaching. 3. Some children are brilliant. Conclusions: I. All children who go to coaching are brilliant. II. Children who go to coaching also study in class V. III. All children who study in class V are not brilliant. Correct Answer Only Il follows.

Least possible Venn diagram:

           [ alt="F1 Savita Railways 6-5-22 D25" src="//storage.googleapis.com/tb-img/production/22/05/F1_Savita_Railways_6-5-22_D25.png" style="width: 325px; height: 165px;">

Conclusions:

I. All children who go to coaching are brilliant → Doesn't follow (As per the Venn diagram there is no direct relation between children who go to coaching and brilliant children so we can not say that all children who go to coaching are brilliant or not)

II. Children who go to coaching also study in class V → Follow (As per the Venn diagram there is a direct relation between children who go to coaching and study in class V, so we can say that this conclusion is true).

III. All children who study in class V are not brilliant → Doesn't follow (As per the Venn diagram there is a direct relation between all children who study in class V and brilliant children and we can say that all children who study in class V are not brilliant it can be possible but not definite, hence false)

So, only conclusion II follows.

Hence, the correct answer is "Option 4" .

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