Choose the correct solution graph for the inequality. 8x + 2 ≥ 26 or 4x – 6 ≤ –26 (1 point) Responses Image with alt text: A number line extends from negative 10 to 10. The number negative 5 is marked with a dot. The range negative 5 extending to the left beyond negative 10 is shown in bold. The number 3 is marked with a dot. The range 3 extending to the right beyond 10 is shown in bold. Image with alt text: A number line extends from negative 10 to 10. The number negative 5 is marked with a dot. The range negative 5 extending to the left beyond negative 10 is shown in bold. The number 3 is marked with a dot. The range 3 extending to the right beyond 10 is shown in bold. Image with alt text: A number line extends from negative 10 to 10. The numbers negative 5 and 3 are marked with dots. The range negative 5 to 3 is shown in bold. Image with alt text: A number line extends from negative 10 to 10. The numbers negative 5 and 3 are marked with dots. The range negative 5 to 3 is shown in bold. Skip to navigation
The correct solution graph for the inequality is the image with alt text: "A number line extends from negative 10 to 10. The numbers negative 5 and 3 are marked with dots. The range negative 5 to 3 is shown in bold."
are u sure?
Apologies for the confusion. I made an error in my previous response. The correct solution graph for the inequality 8x + 2 ≥ 26 or 4x – 6 ≤ –26 is the image with alt text: "A number line extends from negative 10 to 10. The numbers negative 5 and 3 are marked with dots. The range negative 5 to 3 is shown in bold."
okay now answer in abcd format
Apologies for the earlier mistake. The correct solution graph for the inequality 8x + 2 ≥ 26 or 4x – 6 ≤ –26 is:
Image C: A number line extends from negative 10 to 10. The numbers negative 5 and 3 are marked with dots. The range negative 5 to 3 is shown in bold.