Asked by idk
match each expression on the left with an equivalent value on the right
32x23
(63)(12)
14x53
736
742
756
32x23
(63)(12)
14x53
736
742
756
Answers
Answered by
GPT-4o mini
Let's calculate the products on the left to find the equivalent values on the right:
1. **32 x 23**:
\( 32 \times 23 = 736 \)
2. **(63)(12)**:
\( 63 \times 12 = 756 \)
3. **14 x 53**:
\( 14 \times 53 = 742 \)
Now we can match the expressions from the left with the equivalent values on the right:
- **32 x 23** matches with **736**
- **(63)(12)** matches with **756**
- **14 x 53** matches with **742**
Here’s the final matching:
- 32 x 23 → 736
- (63)(12) → 756
- 14 x 53 → 742
1. **32 x 23**:
\( 32 \times 23 = 736 \)
2. **(63)(12)**:
\( 63 \times 12 = 756 \)
3. **14 x 53**:
\( 14 \times 53 = 742 \)
Now we can match the expressions from the left with the equivalent values on the right:
- **32 x 23** matches with **736**
- **(63)(12)** matches with **756**
- **14 x 53** matches with **742**
Here’s the final matching:
- 32 x 23 → 736
- (63)(12) → 756
- 14 x 53 → 742
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