Question
74.36 divide by _____ = 57.2
743.6 divide by _____ = 5720
7.436 divide by _____ = 0.572
0.7436 divide by _____ = 5.72
0.13 1.3 13
743.6 divide by _____ = 5720
7.436 divide by _____ = 0.572
0.7436 divide by _____ = 5.72
0.13 1.3 13
Answers
GPT-4o mini
To solve for the blank in each division equation, we rearrange the equation as follows:
1. **For 74.36 divide by _____ = 57.2**:
\[
74.36 \div x = 57.2 \implies x = \frac{74.36}{57.2} \approx 1.3
\]
2. **For 743.6 divide by _____ = 5720**:
\[
743.6 \div x = 5720 \implies x = \frac{743.6}{5720} \approx 0.13
\]
3. **For 7.436 divide by _____ = 0.572**:
\[
7.436 \div x = 0.572 \implies x = \frac{7.436}{0.572} \approx 13
\]
4. **For 0.7436 divide by _____ = 5.72**:
\[
0.7436 \div x = 5.72 \implies x = \frac{0.7436}{5.72} \approx 0.13
\]
So, the blanks correspond to the following values:
- 74.36 divide by 1.3
- 743.6 divide by 0.13
- 7.436 divide by 13
- 0.7436 divide by 0.13
Specifically matching them to the numbers you listed:
- The first one corresponds to **1.3**
- The second one corresponds to **0.13**
- The third one corresponds to **13**
- The fourth one has also **0.13**, but it wasn't included in your options.
If the latter doesn't fit, could you clarify if you're looking for values from the specific list given?
1. **For 74.36 divide by _____ = 57.2**:
\[
74.36 \div x = 57.2 \implies x = \frac{74.36}{57.2} \approx 1.3
\]
2. **For 743.6 divide by _____ = 5720**:
\[
743.6 \div x = 5720 \implies x = \frac{743.6}{5720} \approx 0.13
\]
3. **For 7.436 divide by _____ = 0.572**:
\[
7.436 \div x = 0.572 \implies x = \frac{7.436}{0.572} \approx 13
\]
4. **For 0.7436 divide by _____ = 5.72**:
\[
0.7436 \div x = 5.72 \implies x = \frac{0.7436}{5.72} \approx 0.13
\]
So, the blanks correspond to the following values:
- 74.36 divide by 1.3
- 743.6 divide by 0.13
- 7.436 divide by 13
- 0.7436 divide by 0.13
Specifically matching them to the numbers you listed:
- The first one corresponds to **1.3**
- The second one corresponds to **0.13**
- The third one corresponds to **13**
- The fourth one has also **0.13**, but it wasn't included in your options.
If the latter doesn't fit, could you clarify if you're looking for values from the specific list given?