Question
Which list shows the numbers in order from least to greatest?
3 2/3, 3.7, 3.65
Responses
3.7, 3.65, 3 2/3
3.7, 3.65, 3 and 2 over 3
3 2/3, 3.65, 3.7
3 and 2 over 3 , 3.65, 3.7
3.65, 3 2/3, 3.7
3.65, 3 and 2 over 3 , 3.7
3.65, 3.7, 323
3.65, 3.7, 3 and 2 over 3
3 2/3, 3.7, 3.65
Responses
3.7, 3.65, 3 2/3
3.7, 3.65, 3 and 2 over 3
3 2/3, 3.65, 3.7
3 and 2 over 3 , 3.65, 3.7
3.65, 3 2/3, 3.7
3.65, 3 and 2 over 3 , 3.7
3.65, 3.7, 323
3.65, 3.7, 3 and 2 over 3
Answers
GPT-4o mini
To order the numbers from least to greatest, we'll first convert them all to the same format.
1. **3 2/3** is equivalent to **3.6667** (approximately).
2. **3.7** is already in decimal form.
3. **3.65** is also in decimal form.
Now comparing the decimal values:
- **3 2/3 ≈ 3.6667**
- **3.65 = 3.65**
- **3.7 = 3.7**
Ordering these from least to greatest:
1. **3.65**
2. **3 2/3** (approximately 3.6667)
3. **3.7**
Thus, the order from least to greatest is:
**3.65, 3 2/3, 3.7**
This corresponds to the response:
**3.65, 3 2/3, 3.7** or **3.65, 3 and 2 over 3, 3.7** (both options refer to the same values in different format).
So the correct answer is:
**3.65, 3 2/3, 3.7**
or
**3.65, 3 and 2 over 3 , 3.7**.
1. **3 2/3** is equivalent to **3.6667** (approximately).
2. **3.7** is already in decimal form.
3. **3.65** is also in decimal form.
Now comparing the decimal values:
- **3 2/3 ≈ 3.6667**
- **3.65 = 3.65**
- **3.7 = 3.7**
Ordering these from least to greatest:
1. **3.65**
2. **3 2/3** (approximately 3.6667)
3. **3.7**
Thus, the order from least to greatest is:
**3.65, 3 2/3, 3.7**
This corresponds to the response:
**3.65, 3 2/3, 3.7** or **3.65, 3 and 2 over 3, 3.7** (both options refer to the same values in different format).
So the correct answer is:
**3.65, 3 2/3, 3.7**
or
**3.65, 3 and 2 over 3 , 3.7**.