Statements: 1. Some books are tables
2. Some tables are mirrors
Conclusions: 1. Some mirrors are books
2. No book is mirror

Options

A. only conclusion 1 follows,
B. only conclusion 2 follows,
C. either conclusion 1 or 2 follows,
D. neither conclusion 1 nor 2 follows,

Answer

To solve the problem, we will analyze the given statements and conclusions step by step.

### Step 1: Understand the Statements
1. **Statement 1**: Some books are tables.
2. **Statement 2**: Some tables are mirrors.

### Step 2: Visual Representation
To visualize the relationships, we can use a Venn diagram:
- Draw three circles: one for books, one for tables, and one for mirrors.
- Indicate that there is some overlap between the books and tables circles (from Statement 1).
- Indicate that there is some overlap between the tables and mirrors circles (from Statement 2).

### Step 3: Analyze the Conclusions
1. **Conclusion 1**: Some mirrors are books.
2. **Conclusion 2**: No book is a mirror.

### Step 4: Evaluate Conclusion 1
- For Conclusion 1 to be true, there must be some overlap between the mirrors and books circles.
- However, from the statements, we only know that there are some tables that are mirrors and some books that are tables. There is no direct information linking books and mirrors.
- Therefore, we cannot conclude that some mirrors are books. **Conclusion 1 is false.**

### Step 5: Evaluate Conclusion 2
- For Conclusion 2 to be true, it must be true that there is no overlap between the books and mirrors circles.
- Since we have no direct information about the relationship between books and mirrors, it is possible that they do not overlap, making this conclusion potentially true.
- However, since we cannot definitively say there is no overlap, **Conclusion 2 is uncertain.**

### Step 6: Final Assessment
- Since Conclusion 1 is false and Conclusion 2 is uncertain, we cannot definitively say that either conclusion must be true based on the statements provided.
- The correct interpretation is that either conclusion could follow, but both cannot be true at the same time.

### Final Answer
The correct option is: **Either conclusion 1 or conclusion 2 follows.**

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