To complete the equations using the Associative Property of Multiplication, we need to rearrange the numbers appropriately. Here are the completed equations:
1. For the equation \( (8 \times 7) \times 3 = 8 \times (Response area \times 3) \):
- The missing number in the response area is **7**.
- Complete equation: \( (8 \times 7) \times 3 = 8 \times (7 \times 3) \).
2. For the equation \( 4 \times (9 \times 6) = (4 \times 9) \times Response area \):
- The missing number in the response area is **6**.
- Complete equation: \( 4 \times (9 \times 6) = (4 \times 9) \times 6 \).
3. For the equation \( (3 \times 5) \times 8 = Response area \times (5 \times 8) \):
- The missing number in the response area is **3**.
- Complete equation: \( (3 \times 5) \times 8 = 3 \times (5 \times 8) \).
So the responses are:
- First response area: **7**
- Second response area: **6**
- Third response area: **3**