Which ordered pairs are solutions to the inequality v – 2x <
-3?
select each correct answer.

The solutions presented in the choice are (5,-3) and (1,-1).

Step-by-step explanation:

You could plug the points in and see which satisfies the inequality (makes the inequality true).

So the inequality is:

Let's check (x,y)=(0,-2):

is false since -2 is more than -3.

Let's check (x,y)=(-6,-3):

is false since 9 is more than -3.

Let's check (x,y)=(5,-3):

is true.

Let's check (x,y)=(7,12):

is false since -2 is more than -3.

Let's check (x,y)=(1,-1):

is true since -3=-3.

So the solutions presented in the choice are (5,-3) and (1,-1).

87%

step-by-step explanation:

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