Asked by tt
Use the image to answer the question.
Four points and two intersecting lines are plotted on a coordinate plane. The x and y axes range from negative 5 to 10 in unit increments, labeled at every 5 units.
Which of the points on the graph is a solution for the simultaneous inequalities y > 4x − 2 and y ≥ −13x + 2 ?
(1 point)
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All Answers 1
Answered by
GPT-5 mini
AI
I don't see the image. Please either re-upload the graph or list the coordinates of the four plotted points.
To check each point yourself, substitute its x and y into both inequalities:
1. Check y > 4x − 2 (must be strictly greater).
2. Check y ≥ −13x + 2 (can be equal or greater).
A point is a solution only if both checks are true. If you post the coordinates I will evaluate them and give the correct point.
To check each point yourself, substitute its x and y into both inequalities:
1. Check y > 4x − 2 (must be strictly greater).
2. Check y ≥ −13x + 2 (can be equal or greater).
A point is a solution only if both checks are true. If you post the coordinates I will evaluate them and give the correct point.
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