Question

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which ordered pairs are solutions to the inequality $y - 3x < -4$?
select each correct answer.
$\square$ $(1, -1)$
$\square$ $(-3, 0)$
$\square$ $(0, -3)$
$\square$ $(4, -2)$
$\square$ $(5, 1)$

Explanation:

Step1: Test (1, -1)

Substitute $x=1, y=-1$:
$-1 - 3(1) = -4$, $-4
less -4$

Step2: Test (-3, 0)

Substitute $x=-3, y=0$:
$0 - 3(-3) = 9$, $9
less -4$

Step3: Test (0, -3)

Substitute $x=0, y=-3$:
$-3 - 3(0) = -3$, $-3
less -4$

Step4: Test (4, -2)

Substitute $x=4, y=-2$:
$-2 - 3(4) = -14$, $-14 < -4$

Step5: Test (5, 1)

Substitute $x=5, y=1$:
$1 - 3(5) = -14$, $-14 < -4$

Answer:

(4, -2), (5, 1)