Question

PLEASE HELLLLLP!

Which of the following ordered pairs is not a solution to the inequality y greater than or equal to -4x - 2?

(-1, 0)

(0, 0)

(4, 4)

(1, 3)

Answer 1

Plug the numbers in for the equation
\[y \ge-4x-2 \]
The coordinates in the answers are in the form\[(x,y)\]
Plug and solve

Answer 2

I am so confused

Answer 3

@Mike546

Answer 4

Ok the first number of the ordered pair is x and the second number is y. Plug those values into the inequality and see if any of them make the inequality true.

Answer 5

ok so is it (4, 4)?

Answer 6

Why do you think that? Please explain your reasoning.

Answer 7

is it wrong?

Answer 8

I am not saying that I just want to see your reasoning...or are you just guessing?

Answer 9

no I pluged it in and I got (o,0)

Answer 10

I am not sure what you mean. Let's look at (4,4)...If you put 4 in for x into the right side of the inequlity... -4x-2 what is the result?

Answer 11

y>= -4x-2



(-1, 0) x= -1 so this mean y>= -4(-1)-2 =5-2 =3 so but there added that y=0 from this result that not is right

(0, 0)

(4, 4)

(1, 3)

do you like continue it for meadl ?

Answer 12

medal -- sorry

Answer 13

@cambrige camon ,thisis easy ,courage !!!