In the following question, assuming the given statement to be true, determine which of the conclusions is/are definitely true. **Statement:** Jsg Brs, Ats

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In the following question, assuming the given statement to be true, determine which of the conclusions is/are definitely true. **Statement:** Jsg < Ats = Yer ≥ Ple > Brs, Ats < Qvc = Gxa **Conclusions:** I. Jsg < Gxa II. Brs > Qvc Choose the correct option:

Accepted Answer

**Solution:** 1. From the statement, we have the following relations: - Jsg < Ats - Ats = Yer - Yer ≥ Ple - Ple > Brs - Ats < Qvc - Qvc = Gxa 2. Combining these, we get: - Jsg < Ats = Yer ≥ Ple > Brs - Ats < Qvc = Gxa 3. To check conclusion I: Jsg < Gxa - Since Jsg < Ats and Ats < Gxa (because Ats < Qvc and Qvc = Gxa), it follows that Jsg < Gxa. - Therefore, conclusion I is true. 4. To check conclusion II: Brs > Qvc - From the chain, Ple > Brs and Yer ≥ Ple, but Qvc = Gxa > Ats ≥ Jsg. - Since Ple > Brs and Ple ≤ Yer = Ats < Qvc, it means Brs is less than Qvc. - Hence, Brs > Qvc is false. **Answer:** Only conclusion I is true.

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