Question

the solutions to the inequality $y > -3x + 2$ are shaded on the gra\
which point is a solution? \
$(-2, 1)$\
$(2, 0)$\
$(0, 2)$

Explanation:

Step1: Test point (-2, 1)

Substitute $x=-2, y=1$ into $y > -3x + 2$:
$1 > -3(-2) + 2$
$1 > 6 + 2$
$1 > 8$ → False

Step2: Test point (2, 0)

Substitute $x=2, y=0$ into $y > -3x + 2$:
$0 > -3(2) + 2$
$0 > -6 + 2$
$0 > -4$ → True

Step3: Test point (0, 2)

Substitute $x=0, y=2$ into $y > -3x + 2$:
$2 > -3(0) + 2$
$2 > 2$ → False

Answer:

(2, 0)