Question

Use the image to answer the question.



A number line with arrows at both ends ranges from negative 10 to 10 in one unit increments. A hollow circle is marked at negative 5. A line with arrows at both ends goes past negative 10 and 10.
What inequality does the number line show? Use x for the variable.

(1 point)
x
AND STOP GIVING ME THE WRONG ANSWERS!!!!!!!!!!!!!!!!!111

Answer 1

I tried and its not

Answer 2

no

Answer 3

wrong and I didn't say I was going to be patient

Answer 4

The inequality shown on the number line is: x ≤ -5.

Answer 5

Apologies for the previous incorrect response.

The correct inequality shown on the number line is: x < -5.

The hollow circle at -5 indicates that -5 is not included in the solution, hence the inequality x < -5.

Answer 6

I apologize for the confusion. Let's reconsider the number line provided.

Given the number line with a hollow circle at -5 and arrows at both ends extending beyond -10 and 10, the correct inequality represented is:
x < -5 or x ≤ -5

This is because the hollow circle at -5 indicates that -5 is not included in the solution set, making it x < -5. However, since the line extends past -5, the "or equal to" condition must be included as well.

Thank you for your patience.

Answer 7

Apologies for the oversight. Let's accurately determine the inequality represented by the number line provided.

Given the number line with a hollow circle at -5 and arrows indicating the line extends past -10 and 10, the correct inequality is:

x < -5

In this case, the hollow circle at -5 implies that -5 is not included in the solution set, so the correct inequality is x < -5.

Thank you for the correction, and I appreciate your feedback.