Question

solve the system of two linear inequalities graphically. \\(\

$$\begin{cases} 8y - 8x > 32 \\\\ y > 1 \\end{cases}$$

\\) step 2 of 3 : graph the solution set of the second linear inequality.

Explanation:

Step1: Identify boundary line

The boundary of $y > 1$ is the horizontal line $y=1$. Since the inequality is strict ($>$), the line is dashed.

Step2: Determine shaded region

For $y > 1$, we shade all points where the $y$-coordinate is greater than 1, which is the area above the dashed line $y=1$.

Answer:

Graph a dashed horizontal line at $y=1$, then shade the entire region above this line.