Read the following statements and conclusions carefully. Assuming the statements are true, even if they contradict common knowledge, determine which conclusion(s) logically follow(s).

**Statements:**
- All sheeps are cows.
- Some cows are horses.
- All horses are jackals.

**Conclusions:**
(I) Some jackals are cows.
(II) Some horses are sheeps.

Question

Read the following statements and conclusions carefully. Assuming the statements are true, even if they contradict common knowledge, determine which conclusion(s) logically follow(s).

**Statements:**
- All sheeps are cows.
- Some cows are horses.
- All horses are jackals.

**Conclusions:**
(I) Some jackals are cows.
(II) Some horses are sheeps.

Accepted Answer

**Solution:**

1. From the statements:
   - All sheeps are cows.
   - Some cows are horses.
   - All horses are jackals.

2. Analyze Conclusion (I): "Some jackals are cows."
   - Since all horses are jackals and some cows are horses, it means some cows are horses which are jackals.
   - Therefore, some jackals are indeed cows.

3. Analyze Conclusion (II): "Some horses are sheeps."
   - There is no direct or indirect relationship given between sheeps and horses.
   - "All sheeps are cows" and "Some cows are horses" does not imply any overlap between sheeps and horses.
   - Hence, this conclusion does not logically follow.

**Answer:** Only Conclusion (I) follows.

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