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Examine the inequality and its graph. Which values are part of the solution set? Check all that apply.

Examine the inequality and its graph. Which values are part of the solution set? Check-example-1

2 Answers

4 votes

Answer: 3 and -1/2.

Explanation:

You can represent any linear inequality using any of the following forms:


x > b


x < b


x \geq b


x\leq b

When the sign is pointing towards x, it means that x is greater than b.

The line under the greater sign means that x can also equal b.

In your case, b is -4., as that is the point at which numbers are no longer part of the set. An open dot over -4 is a way to represent that -4 is not a part of the solution - so x cannot equal -4.

The options given:

  • 3: is greater than -4
  • -5: is not greater than -4
  • -1/2: is greater than -4
  • -4.5: is not greater than -4
  • -4: is not greater than -4.

So, your solutions are 3 and -1/2.

0 votes

Answer:

A

c

Explanation:

answered
User Patrick Mascari
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