The given inequalities are as follows:
[tex]1. (2 > -3)[/tex]
[tex]2. (x \in \left[7, 14\right])[/tex]
[tex]3. (\frac{x}{7} > \frac{-3}{14})[/tex]
Now, let's write these inequalities formally:
1. The inequality
[tex](2 > -3)[/tex]
is satisfied for all real numbers.
2. The variable x belongs to the closed interval
[tex]([7, 14]).[/tex]
3. The inequality
[tex](\frac{x}{7} > \frac{-3}{14})[/tex]
is satisfied when (x) is in the open interval
[tex](0, 14)[/tex]
These formal representations describe the given inequalities.
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Answers & Comments
The given inequalities are as follows:
[tex]1. (2 > -3)[/tex]
[tex]2. (x \in \left[7, 14\right])[/tex]
[tex]3. (\frac{x}{7} > \frac{-3}{14})[/tex]
Now, let's write these inequalities formally:
1. The inequality
[tex](2 > -3)[/tex]
is satisfied for all real numbers.
2. The variable x belongs to the closed interval
[tex]([7, 14]).[/tex]
3. The inequality
[tex](\frac{x}{7} > \frac{-3}{14})[/tex]
is satisfied when (x) is in the open interval
[tex](0, 14)[/tex]
These formal representations describe the given inequalities.