Which point is not a solution to the linear inequality y < x + 2?
(2, 3); (2, 1); (3, - 2); (- 1, 3)

Solution:

Given:

Inequality is y < x + 2

The above problem can be solved by finding out which coordinates given in the choices satisfy the inequality y < x + 2.

The only point which does not  satisfy the inequality y < x + 2 is (-1, 3).

This can be verified by substituting the values of x and y in the inequality.

At (-1, 3),

x = 3 and y = -1.

Therefore,

3 < -1 + 2

3 < 1

Which is NOT TRUE because 3 > 1.

Which point is not a solution to the linear inequality y < x + 2?
(2, 3); (2, 1); (3, - 2); (- 1, 3)

Summary:

The only point which does not satisfy the inequality is (-1, 3).