Asked by Sara
Two lines with the slopes m1=4/3 and m2=-7/2 intersect at (3,4). Determine the equations of the two lines and check your answer by solving them
Answers
Answered by
Sara
no clue how to answer it. I put each slope into the y=mx+b formula and found the b values, but i'm not sure if i'm supposed to do that
Answered by
Steve
It helps if you show what you did.
The two lines, in point-slope form are
y-4 = 4/3 (x-3)
y-4 = -7/2 (x-3)
You don't always have to use y=mx+b. clearly, the two values for b are
0 and 29/2
With those, how could you not know what to do next? Knowing the slopes, you just write
y = 4/3 x
y = -7/2 x + 29/2
The two lines, in point-slope form are
y-4 = 4/3 (x-3)
y-4 = -7/2 (x-3)
You don't always have to use y=mx+b. clearly, the two values for b are
0 and 29/2
With those, how could you not know what to do next? Knowing the slopes, you just write
y = 4/3 x
y = -7/2 x + 29/2
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.