Question

graph the solution to the following system of inequalities.\

$$\begin{cases} y>8 \\\\ y\\geq -2x + 5 \\\\ y>4x - 6 \\end{cases}$$

Explanation:

Answer:

Graph \( y = 8 \) as a dashed horizontal line and shade above it (\( y>8 \)). Graph \( y=-2x + 5 \) as a solid line (since \( y\geq -2x + 5 \)) and shade above it. Graph \( y = 4x-6 \) as a dashed line (since \( y>4x - 6 \)) and shade above it. The solution is the intersection of the three shaded regions.