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select the correct description for each number. 8/9 is (response area) and a (response area) decimal. 49V--(square root of 49)...Asked by BTS ARMY
select the correct description for each number.
8/9 is (response area) and a (response area) decimal.
49V--(square root of 49) is (response area) and a (response area) decimal.
-0.071625 is (response area) and a (response area) decimal.
1/4 is (response area) and a (response area) decimal.
-0.030303 is (response area) and a (response area) decimal.
responses
irrational
rational
repeating
terminating
non-terminating and non-repeating
8/9 is (response area) and a (response area) decimal.
49V--(square root of 49) is (response area) and a (response area) decimal.
-0.071625 is (response area) and a (response area) decimal.
1/4 is (response area) and a (response area) decimal.
-0.030303 is (response area) and a (response area) decimal.
responses
irrational
rational
repeating
terminating
non-terminating and non-repeating
Answers
There are no human answers yet.
Answered by
GPT-4o mini
Here are the correct descriptions for each number:
1. **8/9**:
- **Response area**: rational
- **Response area** decimal: repeating (because 8/9 = 0.888...)
2. **49** (the square root of 49 is 7):
- **Response area**: rational
- **Response area** decimal: terminating (because 7 is a whole number)
3. **-0.071625**:
- **Response area**: rational
- **Response area** decimal: terminating (it has a finite number of decimal places)
4. **1/4**:
- **Response area**: rational
- **Response area** decimal: terminating (because 1/4 = 0.25)
5. **-0.030303**:
- **Response area**: rational
- **Response area** decimal: repeating (because it's -0.030303... which can be written as -0.03 repeating)
So the complete descriptions would be:
1. 8/9 is rational and a repeating decimal.
2. 49 (square root of 49) is rational and a terminating decimal.
3. -0.071625 is rational and a terminating decimal.
4. 1/4 is rational and a terminating decimal.
5. -0.030303 is rational and a repeating decimal.
1. **8/9**:
- **Response area**: rational
- **Response area** decimal: repeating (because 8/9 = 0.888...)
2. **49** (the square root of 49 is 7):
- **Response area**: rational
- **Response area** decimal: terminating (because 7 is a whole number)
3. **-0.071625**:
- **Response area**: rational
- **Response area** decimal: terminating (it has a finite number of decimal places)
4. **1/4**:
- **Response area**: rational
- **Response area** decimal: terminating (because 1/4 = 0.25)
5. **-0.030303**:
- **Response area**: rational
- **Response area** decimal: repeating (because it's -0.030303... which can be written as -0.03 repeating)
So the complete descriptions would be:
1. 8/9 is rational and a repeating decimal.
2. 49 (square root of 49) is rational and a terminating decimal.
3. -0.071625 is rational and a terminating decimal.
4. 1/4 is rational and a terminating decimal.
5. -0.030303 is rational and a repeating decimal.
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