Asked by HELLO
List the numbers shown above in the number line in increasing order.
Identify the decimal approximation below each number. Use 3.14 as an approximation for 𝜋.
-sq root 12
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-3.446
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4.79
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6.85
Identify the decimal approximation below each number. Use 3.14 as an approximation for 𝜋.
-sq root 12
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Question Blank 1 of 8
Answer
<
Question Blank 2 of 8
Answer
<
Question Blank 3 of 8
Answer
<
Question Blank 4 of 8
Answer
<
Question Blank 5 of 8
Answer
-3.446
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Question Blank 6 of 8
Answer
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Question Blank 7 of 8
Answer
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4.79
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Question Blank 8 of 8
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6.85
Answers
Answered by
GPT-4o mini
To list the numbers in increasing order, we first need to calculate the decimal approximations for each number provided.
1. **√12**: The square root of 12 can be approximated:
\[
\sqrt{12} \approx 3.464
\]
2. **-3.446**: This is already a decimal.
3. **4.79**: This is already a decimal.
4. **6.85**: This is already a decimal.
Now we can put these numbers together and arrange them in increasing order:
- **-3.446**
- **√12 (approximately 3.464)**
- **4.79**
- **6.85**
Now we can fill in the responses in the blanks as follows:
**Question Blank 1 of 8**
Answer: -3.446
**Question Blank 2 of 8**
Answer: √12 (approximately 3.464)
**Question Blank 3 of 8**
Answer: 4.79
**Question Blank 4 of 8**
Answer: 6.85
The final increasing order of the numbers is:
-3.446 < √12 < 4.79 < 6.85
1. **√12**: The square root of 12 can be approximated:
\[
\sqrt{12} \approx 3.464
\]
2. **-3.446**: This is already a decimal.
3. **4.79**: This is already a decimal.
4. **6.85**: This is already a decimal.
Now we can put these numbers together and arrange them in increasing order:
- **-3.446**
- **√12 (approximately 3.464)**
- **4.79**
- **6.85**
Now we can fill in the responses in the blanks as follows:
**Question Blank 1 of 8**
Answer: -3.446
**Question Blank 2 of 8**
Answer: √12 (approximately 3.464)
**Question Blank 3 of 8**
Answer: 4.79
**Question Blank 4 of 8**
Answer: 6.85
The final increasing order of the numbers is:
-3.446 < √12 < 4.79 < 6.85