Which ordered pairs are solutions to the inequality x+3y≥−8? select each correct answer. a. (−6, 0) b. (0, −3) c. (−5, −1) d. (−16, 2) e. (−1, −2)

To find whether each solution is a solution to the ineqiality, we need to plug it into the equation.

Let's try the first one:

-6 + 3(0)>=-8
-6 + 0 >= -8
-6 >= -8
This is true, therefore this is a solution.

0 + 3(-3)>=-8
-9 >= -8
No, this is not a solution.

-5 + 3(-1) >= -8
-5 + -3 >= -8
-8 >= -8
Yes, this is a solution.

-16 + 3(-2) >= -8
-16 + -6 >= -8
-22 >= -8

No, this is not a solution.

-1 + 3(-2) >= -8
-1 + -6 >= -8
-7 >= -8

Yes, this is a solution.

a, c, and e are solutions.

Hope this helps!

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