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.
873 > 532 < 462 = 943, 532 ≥ 471 = 341
Conclusions.
I. 462 > 471
II. 341 < 873

The correct option is Both conclusions I and II are true.

Step-by-step Explanation:

Let us analyze the given statements and connect the variables/numbers to evaluate the conclusions.

Given Statements:

1. $873>532<462=943$

2. $532\ge 471=341$

Evaluating Conclusion I: $462>471$

From the first statement, we know that $462>532$ (or $532<462$).

From the second statement, we know that $532\ge 471$.

Combining these, we get:

$462>532\ge 471$

Since $462$ is strictly greater than $532$ and $532$ is greater than or equal to $471$, it follows directly that $462>471$.

Therefore, Conclusion I is definitely true.

Evaluating Conclusion II: $341<873$

From the first statement, we have $873>532$ (which means $532<873$).

From the second statement, we have $532\ge 471=341$, which gives $532\ge 341$ (or $341\le 532$).

Combining these relations:

$341\le 532<873$

Since $341$ is less than or equal to $532$ and $532$ is strictly less than $873$, it logically follows that $341<873$.

Therefore, Conclusion II is definitely true.

Since both Conclusion I and Conclusion II are definitely true, the correct answer is Both conclusions I and II are true.