Answer:
- 3 ∈ W
- 4 ∈ W
Step-by-step explanation:
Given:
- Universal set K = {all integers}
- Set W = {x: 3 < x < 10}
1. **Statements about the elements of set W**:
- 3 ∈ W (3 is an element of W)
- 4 ∈ W (4 is an element of W)
- 1 ∉ W (1 is not an element of W)
- 7.5 ∉ W (7.5 is not an integer, so it's not an element of W)
- 10 ∉ W (10 is not less than 10, so it's not an element of W)
2. **Comparison of set W to the empty set (Ø)**:
- W ≠ Ø (Set W contains elements, so it is not an empty set)
Therefore, the true statements are:
- 3 ∈ W
- 4 ∈ W