Question

If someone can show me the steps to solve this equation it would be very much appreciated!

Answer 1

We have two inequalities, and both of them together represent a region. Those inequalities are

`\begin{gathered} y>(1)/(3)x+5 \\ y<(1)/(3)x-1 \end{gathered}`

The first inequality

`y>(1)/(3)x+5`

y is the set of values bigger than the right side of the inequality, in another terms, is the region above the line described in the right side of the equation.

For the second inequality, we have

`y<(1)/(3)x-1`

y is the set of values smaller than the right side of the inequality, in another terms, is the region below the line described in the right side of the equation.

This set of inequalities describe the region above the upper line and below the lower line, here we have the graph

There's no solution for both inequalities.