Question

Which ordered pair is in the solution set of
y< - 3/5x + 4?

A.) (1,3)

B.) (-1,5)

C.) (5,1)

D.) (-3,10)

Answer 1

To determine which ordered pair is in the solution set of y < -3/5x + 4, we need to substitute the x and y values of each ordered pair into the inequality and check if the inequality is true.

Let's evaluate each ordered pair:

A.) (1,3)
3 < -3/5(1) + 4
3 < -3/5 + 4
3 < -3/5 + 4
3 < 1.8
This inequality is false.

B.) (-1,5)
5 < -3/5(-1) + 4
5 < 3/5 + 4
5 < 3/5 + 4
5 < 5.8
This inequality is true.

C.) (5,1)
1 < -3/5(5) + 4
1 < -3 + 4
1 < 1
This inequality is false.

D.) (-3,10)
10 < -3/5(-3) + 4
10 < 9/5 + 4
10 < 9/5 + 4
10 < 5.8
This inequality is true.

Therefore, the ordered pairs in the solution set of y < -3/5x + 4 are B.) (-1,5) and D.) (-3,10).

Answer 2

there is only one answer to this question, what's the answer?

Answer 3

The correct answer is B.) (-1,5).