Directions (84-86) : In the following questions assuming the given statement to be true, find which of the conclusion(s) among the given conclusions is/are definitely true and then give your answers accordingly.

Statement.
Jsg < Ats = Yer ≥ Ple > Brs, Ats < Qvc = Gxa
Conclusions.
I. Jsg < Gxa
II. Brs > Qvc

The correct answer is Only conclusion I is true.

Step-by-step Explanation:

Given Statements:

1. Jsg < Ats = Yer ≥ Ple > Brs

2. Ats < Qvc = Gxa

Evaluating Conclusion I: Jsg < Gxa

From statement (1), we know that:

Jsg < Ats

From statement (2), we know that:

Ats < Qvc = Gxa

Combining these relations:

Jsg < Ats < Qvc = Gxa

Since Jsg is strictly less than Ats, and Ats is strictly less than Gxa (via Qvc), it directly follows that Jsg < Gxa.

Therefore, Conclusion I is definitely true.

Evaluating Conclusion II: Brs > Qvc

From statement (1), we have:

Ats = Yer ≥ Ple > Brs ⇒ Ats > Brs, or Brs < Ats

From statement (2), we have:

Ats < Qvc

Combining these relations with respect to Ats:

Brs < Ats < Qvc

This means Brs < Qvc. The conclusion states Brs > Qvc, which contradicts the established inequality Brs < Qvc.

Therefore, Conclusion II is false.

Hence, only conclusion I is definitely true.