Question

For the linear inequality y < -x + 2, which points fall within the solution region on a coordinate plane? (1 point)
Responses

Points above the line y = -x + 2
Points above the line y = -x + 2

Points below the line y = -x + 2
Points below the line y = -x + 2

Points intersecting the x-axis
Points intersecting the x-axis

Points exactly on the line y = -x + 2

Answer 1

Points below the line y = -x + 2.

Reason: y < -x + 2 means all points whose y-value is less than the line's y-value. The boundary line is not included (use a dashed line). Example: (0,0) is in the region since 0 < 2.