Find the value of k, if 3x + ky-1=0, 7x-3y+3=0 are perpendicular.
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Answered by
2
Answer:
idk
Step-by-step explanation:
Answered by
7
Find slope of both line by comparing with general form y=mx+c
We will get
M1=-3/k
And m2 will be 7/3
Using condition of perpendicular line m1*m2=-1
-3/k*7/3=-1
K=7
We will get
M1=-3/k
And m2 will be 7/3
Using condition of perpendicular line m1*m2=-1
-3/k*7/3=-1
K=7
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