The solution of inequality expression [tex]\frac{h}{-24} \leq 18[/tex] is [tex]{h} \leq -432[/tex], i.e. option C, i.e. h less-than-or-equal-to negative 432.
Use addition, subtraction, multiplication and division to move the variable to one side and isolate it. Once you have isolated the variable, you have solved the inequality. Reverse the inequality sign whenever you multiply or divide by a negative number.
We have,
An inequality expression [tex]\frac{h}{-24} \leq 18[/tex]
Now,
Multiplying on both sides by (-24),
i.e.
[tex]\frac{h}{-24}*(-24) \leq 18*(-24)[/tex]
On solving inequality expression
We get,
[tex]{h} \leq -432[/tex]
So,
Option C is the correct answer, i.e. Solution of inequality expression is
h less-than-or-equal-to negative 432.
Hence, we can say that the solution of inequality expression [tex]\frac{h}{-24} \leq 18[/tex] is [tex]{h} \leq -432[/tex], i.e. option C, i.e. h less-than-or-equal-to negative 432.
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