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Which ordered pairs are solutions to the inequality
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PLEASE HELP ASAP, explain your answer Which ordered pairs are solutions to the inequality-example-1

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Answer:

So, for x = -1, any y value less than or equal to -10 will satisfy the inequality. For example, (-1, -11), (-1, -12), or (-1, -15) are all solutions.

Solution

Let's start by choosing a value for x and solving for y:

1. Let x = 0:

y - 4(0) ≤ -6

y ≤ -6

So, for x = 0, any y value less than or equal to -6 will satisfy the inequality. For example, (0, -7), (0, -8), or (0, -10) are all solutions.

2. Let x = 1:

y - 4(1) ≤ -6

y - 4 ≤ -6

y ≤ -2

So, for x = 1, any y value less than or equal to -2 will satisfy the inequality. For example, (1, -3), (1, -4), or (1, -5) are all solutions.

3. Let x = -1:

y - 4(-1) ≤ -6

y + 4 ≤ -6

y ≤ -10

So, for x = -1, any y value less than or equal to -10 will satisfy the inequality. For example, (-1, -11), (-1, -12), or (-1, -15) are all solutions.

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