Which of the following ordered pairs is not a solution to the inequality y -3x - 2?

Question

Which of the following ordered pairs is not a solution to the inequality y  -3x - 2?

anonymous · Answer

this is after the y

austinl · Answer

Ok, what are the ordered pairs that you were referring to?

anonymous · Answer

(0, -1)

 (0, 0)

 (-1, 0)

 (1, 1)

austinl · Answer

Ok, this is fairly simple.
Ordered pairs look like this (x,y)
What you would do is take the ordered pairs and plug the x and y values into the inequality. If the pair make the inequality true, then it is a solution. Make sense?

anonymous · Answer

kinda, would it be the 3rd answer choice ?

austinl · Answer

$$y \ge -3x-2$$
$$-1 \ge -3(0) - 2$$
$$-1 \ge -2$$
That is true, so then yes!

anonymous · Answer

yay ! thank you so much !

austinl · Answer

no problem! it was my pleasure.