find the distance between lines mx+y=1 and x+y/m=1.
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Answered by
4
solution :
y=mx+c
y=dy/dx =1-mx
y=1-x×m
m=y2-y1/x2-x1
=6-3/2-1=3cm
y=mx+c
y=dy/dx =1-mx
y=1-x×m
m=y2-y1/x2-x1
=6-3/2-1=3cm
Answered by
5
ANSWER
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➡️ ➡️ ➡️ ➡️ ➡️ ➡️ ➡️ ➡️ ➡️
Y = MX + C
Y = DY/ DX
1 - MX
Y = 1 - X * M
6 - 3 / 2 - 1 / = 3 CM
..............
➡️ ➡️ ➡️ ➡️ ➡️ ➡️ ➡️ ➡️ ➡️
Y = MX + C
Y = DY/ DX
1 - MX
Y = 1 - X * M
6 - 3 / 2 - 1 / = 3 CM
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