Directions: In these questions, the relationship between different ele...
Combining statements: M ≤ N; M > P ≥ O = H ≤ L ≤ Z
Checking C1: L ≥ M
Here, M > P ≥ O = H ≤ L
We can clearly see that the signs between L and M get reversed therefore the relation between L and M cannot be formed.
Therefore, C1 doesn’t follow.
Checking C2: O ≤ Z
Here, M > P ≥ O = H ≤ L ≤ Z
The common sign between O and Z is =, ≤.
So, O ≤ Z follows.
Therefore, C2 follows.
Hence, Option B is correct.
View all questions of this test
Directions: In these questions, the relationship between different ele...
Understanding the Statements
To analyze the relationship from the given statements, let's break it down:
- M ≤ N
- M > P ≥ O = H ≤ L ≤ Z
This shows the following relationships:
1. M is less than or equal to N.
2. M is greater than P, which is greater than or equal to O.
3. O is equal to H, and both are less than or equal to L.
4. L is less than or equal to Z.
Evaluating the Conclusions
Let's examine the conclusions one by one:
Conclusion I: L ≥ M
- From the statements, we know M ≤ N and M > P ≥ O = H ≤ L.
- This means L is greater than or equal to O (which is equal to H), and since M is greater than P and P is at least equal to O, we do not have a direct relationship that proves L is definitely greater than or equal to M.
- Therefore, Conclusion I is not necessarily true.
Conclusion II: O ≤ Z
- From the relationships, we see that O = H and L ≤ Z.
- Since L is greater than or equal to O, and L is also less than or equal to Z, it follows that O (which is equal to H) must indeed be less than or equal to Z.
- Therefore, Conclusion II is true.
Final Assessment
- Based on the analysis, only Conclusion II is true.
- Thus, the correct answer is option B: Only conclusion II is true.