Question

Fifteen subtracted from the product of a number and -4 is at most 32​

Answer 1

The minimum value of x will be -14.25.

Step-by-step explanation:

Let the number be x. Given fifteen subtracted from the product of a number and -4 is at most 32. So, according to this given data, the equation can be written as below,

            $-4 \times x-15 \leq 32$

Now first solve this inequality equation,

          $-4 x \leq 57$

Now on dividing and multiplying any equality by a negative number then the equality sign will change as

       $x \leq\left(-\frac{57}{4}\right)$

      $x \leq-14.25$

So, the minimum value of x will be -14.25.