Question

For the inequality x ≥ -4, which numbers) listed makes the inequality true? (Check all that apply) (2 points)

-10.10.10
-square root of 10
-5
-2.10.1101110…
-46/11

Answer 1

[AI-generated answer — Bot GPT 3.5]

To check which numbers make the inequality x ≥ -4 true, we need to see if each number is greater than or equal to -4.

-10: -10 is less than -4, so it does not make the inequality true.

10: 10 is greater than -4, so it makes the inequality true.

Square root of 10: The square root of 10 is approximately 3.16, which is greater than -4, so it makes the inequality true.

-5: -5 is greater than -4, so it makes the inequality true.

-2: -2 is greater than -4, so it makes the inequality true.

10.1101110…: This number does not have a clear value given, so we cannot determine if it is greater than or equal to -4. Therefore, we cannot conclude if it makes the inequality true.

-46/11: -46/11 is less than -4, so it does not make the inequality true.

In summary, the numbers that make the inequality x ≥ -4 true are 10, the square root of 10, -5, and -2. The number -10 does not make the inequality true, and we cannot determine if 10.1101110… makes the inequality true. The number -46/11 also does not make the inequality true.