NIMCET 2024 — Reasoning PYQ

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Question

NIMCET 2024 — Reasoning PYQ

NIMCET | Reasoning | 2024

In a tournament, how many teams participated. All teams in the tournament have 5 to 15 players. If a team has more than 10 players, then they have reversible t-shirts?

Choose the correct answer:

Explanation

Step 1: Identify the Given Rule

The second statement provides the logical constraint:

\text{Players} > 10 \implies \text{Reversible T-shirts}

This means any team that falls into the category of having more than $10$ players must, by definition, have reversible t-shirts.

Step 2: Evaluate the Number 13

We check if the number $13$ satisfies the condition $P$ (having more than $10$ players):

13 > 10

Since $13$ is indeed greater than $10$ , the condition is met.

Step 3: Apply the Conclusion

According to the rule, if the condition is met, the result ( $Q$ ) must be true:

\text{Team with } 13 \text{ players} \implies \text{Must have reversible t-shirts.}

Step 4: Verify Other Scenarios

Teams with 5 players: The rule doesn't tell us anything about them (they might or might not have them).
Teams with 15 players: They definitely do have them because $15 > 10$ .
All teams: We cannot say this is true, because teams with $5$ to $10$ players are not covered by the rule.

Conclusion:

The only statement that must be logically true based on the provided rule is that teams with $13$ players have reversible t-shirts.

Correct Option:

D) Teams that have 13 players have reversible t-shirts.