Question

Solve the inequality. Graph your solution.

$3s>-27$

Short answer

$s>-9$

Step-by-step solution

Step 1. Given information

Inequality: $3s>-27$

Step 2. Calculation 

Consider given inequality $3s>-27$,

localid="1649685973903" $\begin{array}{c}3s>-27\\ \frac{3s}{3}>-\frac{27}{3}[Dividing3onbothsides]\\ s>-9\left[Simplify\right]\end{array}$

Step 3. Graph

Using graphing calculator to draw the above inequality,

Step 3. Interpretation

The above graph represents the inequality $s>-9$.

Therefore, $s>-9$ is the required solution.