In each of the questions below, some statements are provided followed by two conclusions. Assume the statements to be true even if they contradict commonly known facts. Read all the conclusions and then determine which of the given conclusions logically follow from the statements, ignoring common knowledge.

**Statements:**
I. Some Tes are Nan.
II. Only Nan is Hty.
III. Only a few Tes are Wld.

**Conclusions:**
I. Some Tes can be Hty.
II. All Wld can be Tes.

Which of the following is correct?

Question

In each of the questions below, some statements are provided followed by two conclusions. Assume the statements to be true even if they contradict commonly known facts. Read all the conclusions and then determine which of the given conclusions logically follow from the statements, ignoring common knowledge.

**Statements:**
I. Some Tes are Nan.
II. Only Nan is Hty.
III. Only a few Tes are Wld.

**Conclusions:**
I. Some Tes can be Hty.
II. All Wld can be Tes.

Which of the following is correct?

Accepted Answer

**Solution:**

1. From statement II, "Only Nan is Hty," it means that Hty is exclusively Nan. Therefore, no other group except Nan can be Hty.

2. Conclusion I states, "Some Tes can be Hty." Since only Nan can be Hty and Tes is a different group (though some Tes are Nan), it is not necessarily true that some Tes can be Hty. This conclusion does not logically follow.

3. Conclusion II states, "All Wld can be Tes." From statement III, "Only a few Tes are Wld," which means Wld is a subset of Tes or at least some Wld are Tes. Since the statement does not deny that all Wld can be Tes, this conclusion logically follows.

**Answer:** If only conclusion II follows.

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