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Which inequality is a true statement? Select each correct answer. −3≤−1 −3<−1 −3=−1 −3>−1 −3≥−1

User Orbitory
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1 Answer

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Given the inequalities, you need to remember the meaning of the inequality symbols:

1. This means "less than":


<

2. This means "greater than":


>

3. This means "less than or equal to":


\leq

4. And this one means "greater than or equal to":


\ge

Therefore:

1. Given the inequality:


-3\leq-1

You know that -3 is less than -1, therefore, that statement is true.

2. For:


-3<-1

You can identify that it is true too.

3. For:


-3=-1

You know that -3 and -1 are not equal. Therefore, that is false.

4. For:


-3>-1

You know that -3 is not greater than -1. Therefore, that is false.

5. For:


-3\ge-1

Using the same reasoning used before, you can determine that the statement is false.

Hence, the answers are:

- First option:


-3\leq-1

- Second option:


-3<-1

User Zork
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