Question

Which ordered pairs are solutions to the inequality 2x+y>−4?

Select EACH correct answer.

(−3, 0)

(4, −12)

(5, −12)

(0, 1)

(−1, −1)

♥ Thank you! ♥

Answer 1

lets check the first one
is \(2\times -3+0\) bigger than \(-4\)?

Answer 2

2 x -3 + 0 = -6
So no it isn't.

Answer 3

ok so that is out
is \[2\times 4+(-12)\]bigger than \(-4\)?

Answer 4

2 x 4 + (-12) = -4
So it's equal to

Answer 5

yeah so they are trying to trick you
that one is out too since it say \(>\) not \(\geq\)

Answer 6

how about the next one \[2\times 5+(-12)\]

Answer 7

2 x 5 + (-12) = -2
Which is greater than.

Answer 8

ok so that one is in

Answer 9

2 x 0 + 1 = = -1
Also greater than.
♥
2 x (-1) + (-1) = -3
Which is greater than too.

Answer 10

yes

Answer 11

Awesome!
Thankz! ♥