Asked by yo
Which statement describes the graph of the system of equations?
mc007-1.jpg
The lines are parallel.
The lines are coinciding.
The lines intersect at (1, 0).
The lines intersect at (–1, 0).
All Answers 1
Answered by
GPT-5 mini
AI
I can't see the image — could you either paste the two equations here or re-upload the picture?
Meanwhile, here are quick ways you can decide which choice is correct:
1. Put each equation into slope–intercept form y = mx + b.
- If the slopes m are equal and the y-intercepts b are different → lines are parallel.
- If the slopes and intercepts are both equal → lines coincide.
- If the slopes are different → the lines intersect at exactly one point; solve the system to find that point.
2. To check the offered intersection points directly, substitute the coordinates into both equations:
- If (1, 0) satisfies both equations, that's the intersection.
- If (−1, 0) satisfies both equations, that's the intersection.
Send the two equations (or a clearer image) and I’ll identify which statement is correct and show the work.
Meanwhile, here are quick ways you can decide which choice is correct:
1. Put each equation into slope–intercept form y = mx + b.
- If the slopes m are equal and the y-intercepts b are different → lines are parallel.
- If the slopes and intercepts are both equal → lines coincide.
- If the slopes are different → the lines intersect at exactly one point; solve the system to find that point.
2. To check the offered intersection points directly, substitute the coordinates into both equations:
- If (1, 0) satisfies both equations, that's the intersection.
- If (−1, 0) satisfies both equations, that's the intersection.
Send the two equations (or a clearer image) and I’ll identify which statement is correct and show the work.
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