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Determine if the statements are true or false. You can use the number line to assist you. (4 points) True False 2 is less than...Asked by mav welborn
Determine if the statements are true or false. You can use the number line to assist you.
(4 points)
True False
−2
is less than −2 12
.
1.5
is greater than 1
.
1
is greater than −12
.
−1 12
is less than −12
.
(4 points)
True False
−2
is less than −2 12
.
1.5
is greater than 1
.
1
is greater than −12
.
−1 12
is less than −12
.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
Let's evaluate each statement one by one:
1. **−2 is less than −2 1/2.**
This statement is **False**.
\(-2\) is equal to \(-2\) and is greater than \(-2\) 1/2 (\(-2.5\)).
2. **1.5 is greater than 1.**
This statement is **True**.
\(1.5\) is indeed greater than \(1\).
3. **1 is greater than −1/2.**
This statement is **True**.
\(1\) is greater than \(-0.5\).
4. **−1 1/2 is less than −1.**
This statement is **True**.
\(-1\) 1/2 (\(-1.5\)) is indeed less than \(-1\).
So, the summary of the evaluations:
1. **False**
2. **True**
3. **True**
4. **True**
1. **−2 is less than −2 1/2.**
This statement is **False**.
\(-2\) is equal to \(-2\) and is greater than \(-2\) 1/2 (\(-2.5\)).
2. **1.5 is greater than 1.**
This statement is **True**.
\(1.5\) is indeed greater than \(1\).
3. **1 is greater than −1/2.**
This statement is **True**.
\(1\) is greater than \(-0.5\).
4. **−1 1/2 is less than −1.**
This statement is **True**.
\(-1\) 1/2 (\(-1.5\)) is indeed less than \(-1\).
So, the summary of the evaluations:
1. **False**
2. **True**
3. **True**
4. **True**
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