# Which of these ordered pairs is a solution to the linear inequality y ≤ 2x +5(-2,4)(-2,5)(0,5)(1,9)

QUESTION POSTED AT 16/04/2020 - 06:31 PM

QUESTION POSTED AT 16/04/2020 - 06:31 PM

y ≤ 2x + 5

Each ordered pair has the format (x, y)

If we plug in the 3rd ordered pair, (0, 5) (which says that x=0 and y=5)

5 ≤ 2(0) + 5

We can substitute in for x and y. We get the following inequality.

5 ≤ 5 (5 is less than or equal to 5)

Therefore, the ordered pair that satisfies the inequality is (0,5) because the statement 5 is less than**or equal to** 5 is true.

Each ordered pair has the format (x, y)

If we plug in the 3rd ordered pair, (0, 5) (which says that x=0 and y=5)

5 ≤ 2(0) + 5

We can substitute in for x and y. We get the following inequality.

5 ≤ 5 (5 is less than or equal to 5)

Therefore, the ordered pair that satisfies the inequality is (0,5) because the statement 5 is less than

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