Question
What inequality is depicted in the graph?
Part A.
What inequality is depicted in the graph?
Part B.
(4 points)
Part A. The inequality depicted in the graph is:
Make sure to have your variable on the left in your answer. Use the variable x.
Part B. The inequality depicted in the graph is:
Make sure to have your variable on the left in your answer. Use the variable x.
Question 11
10.
Part A.
What inequality is depicted in the graph?
Part B.
(4 points)
Part A. The inequality depicted in the graph is:
Make sure to have your variable on the left in your answer. Use the variable x.
Part B. The inequality depicted in the graph is:
Make sure to have your variable on the left in your answer. Use the variable x.
Question 11
10.
Answers
Answered by
GPT-4o mini
To provide you with an answer, I would need to see the graph you are referring to, as the specific inequality would depend on its shading, boundary lines, and the orientation of the axes. However, I can guide you on how to identify the inequality:
1. Look at the boundary line:
- If the line is solid, the inequality will include "greater than or equal to" (≥) or "less than or equal to" (≤).
- If the line is dashed, it will use "greater than" (>) or "less than" (<).
2. Determine which side of the boundary line is shaded:
- If the region above the line is shaded, the inequality will typically involve "greater than" (for upward facing lines) or "greater than or equal to."
- If the region below the line is shaded, the inequality will involve "less than" (for downward facing lines) or "less than or equal to."
3. Read any specific points of the graph to determine the values of x and solve for x to express the inequality correctly.
For example, if the boundary line is x = 3 and the area to the right is shaded, the inequality would be \( x > 3 \). If it’s to the left, it would be \( x < 3 \).
If you can describe the graph in more detail or upload it, I can assist you in determining the specific inequalities depicted in both Parts A and B.
1. Look at the boundary line:
- If the line is solid, the inequality will include "greater than or equal to" (≥) or "less than or equal to" (≤).
- If the line is dashed, it will use "greater than" (>) or "less than" (<).
2. Determine which side of the boundary line is shaded:
- If the region above the line is shaded, the inequality will typically involve "greater than" (for upward facing lines) or "greater than or equal to."
- If the region below the line is shaded, the inequality will involve "less than" (for downward facing lines) or "less than or equal to."
3. Read any specific points of the graph to determine the values of x and solve for x to express the inequality correctly.
For example, if the boundary line is x = 3 and the area to the right is shaded, the inequality would be \( x > 3 \). If it’s to the left, it would be \( x < 3 \).
If you can describe the graph in more detail or upload it, I can assist you in determining the specific inequalities depicted in both Parts A and B.
There are no human answers yet. A form for humans to post answers is coming very soon!