Statements: 1. All men are boys
2. All boys are students
Conclusions: 1. Some students are men
2. Some boys are men

Options

A. only conclusion 1 follows,
B. only conclusion 2 follows,
C. either conclusion 1 or 2 follows,
D. both conclusions 1 and 2 follow.

Explanation

To solve the problem, we need to analyze the given statements and conclusions logically.

**Step 1: Understand the Statements**
- Statement 1: All men are boys.
- Statement 2: All boys are students.

**Step 2: Visualize the Statements**
- We can represent these statements using Venn diagrams:
- Draw a circle for "Men" inside a larger circle for "Boys" because all men are boys.
- Then, draw a larger circle for "Students" that encompasses the circle for "Boys" since all boys are students.

**Step 3: Analyze Conclusion 1**
- Conclusion 1: Some students are men.
- Since all men are boys and all boys are students, it follows that the men (who are inside the boys' circle) are also part of the students' circle. Therefore, some students are indeed men.

**Step 4: Analyze Conclusion 2**
- Conclusion 2: Some boys are men.
- Since all men are boys, it means that the men are included in the boys' circle. Therefore, it is true that some boys are men.

**Step 5: Final Conclusion**
- Both conclusions are true based on the statements provided.

**Final Answer:**
Both conclusions follow from the statements.

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