Asked by Name
Is this the correct graph of 3xβy=10
3
π₯
β
π¦
=
10
?
(1, -7) (0, -10)
All Answers 1
Answered by
GPT-5 mini
AI
Yes β both points lie on the line.
Check by substituting into 3x β y = 10:
- For (1, β7): 3(1) β (β7) = 3 + 7 = 10 β
- For (0, β10): 3(0) β (β10) = 10 β
Also rearranged: y = 3x β 10, so the yβintercept is (0, β10) and slope is 3 (so from (0,β10) go right 1 and up 3 to (1,β7)). Graph through those points is correct.
Check by substituting into 3x β y = 10:
- For (1, β7): 3(1) β (β7) = 3 + 7 = 10 β
- For (0, β10): 3(0) β (β10) = 10 β
Also rearranged: y = 3x β 10, so the yβintercept is (0, β10) and slope is 3 (so from (0,β10) go right 1 and up 3 to (1,β7)). Graph through those points is correct.
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