Question

Describe the shaded region for the inequality y ≤ 7x − 3. the shaded region would be below a dashed line. the shaded region would be below a solid line. the shaded region would be above a dashed line. the shaded region would be above a solid line.

Answer 1

The shaded region for the inequality y ≤ 7x - 3 is below a solid line, including all points on the line itself.

Step-by-step explanation:

The shaded region for the inequality y ≤ 7x − 3 would be below a solid line. The solid line represents the boundary of the inequality and includes all the points on the line. This is because the inequality symbol ≤ indicates that y is less than or equal to 7x-3, so the region that satisfies this condition is everything below the line as well as all the points on the line itself.