$\"\"$

\

The vertices of rectangle shaded region are $\"\"$ .

\

Therefore shaded region have four solid boundary lines and let be these lines are \ \ $\"\"$ .

\

Let the shaded region is right of the line $\"\"$ and it contain vertices are $\"\"$ .

\

Let the shaded region is left of the line $\"\"$ and it contain vertices are $\"\"$ .

\

Let the shaded region is below the line $\"\"$ and it contain vertices are $\"\"$ .

\

Let the shaded region is above the line $\"\"$ and it contain vertices are $\"\"$ . $\"\"$

\

$\"graph$

\

Observe the graph, the boundary line $\"\"$ for the shaded region is $\"\"$ . Because the shaded region is above the line $\"\"$ , the inequality is $\"\"$ .

\

The boundary line $\"\"$ for the shaded region is $\"\"$ . Because the shaded region is below the line $\"\"$ , the inequality is $\"\"$ .

\

The boundary line $\"\"$ for the shaded region is $\"\"$ . Because the shaded region is right of line $\"\"$ , the inequality is $\"\"$ .

\

The boundary line $\"\"$ for the shaded region is $\"\"$ . Because the shaded region is left of line $\"\"$ , the inequality is $\"\"$ . $\"\"$

\

The system of inequalities are $\"\"$ .