NIMCET 2025 — Reasoning PYQ

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Question

NIMCET 2025 — Reasoning PYQ

NIMCET | Reasoning | 2025

Statements:

I. All apples are fruits.

II. All fruits are tasty.

Conclusions:

I. All apples are tasty.

II. Some tasty things are apples.

Choose the correct answer:

Explanation

1. Logical Representation:

Let $A$ = Apples, $F$ = Fruits, $T$ = Tasty.
Statement I: $A \subseteq F$ (All $A$ are $F$ )
Statement II: $F \subseteq T$ (All $F$ are $T$ )

2. Deduction:

Since $A$ is entirely inside $F$ , and $F$ is entirely inside $T$ :
$A \subseteq F \subseteq T \implies A \subseteq T$
This means all Apples are Tasty.
Since there is an overlap where Apples exist within the Tasty set:
$\exists x : x \in T \cap A$
This means some Tasty things are Apples.

3. Conclusion Evaluation:

Conclusion I: "All apples are tasty" is True.
Conclusion II: "Some tasty things are apples" is True.

Correct Answer: Option C