Angle between lines V3x + y + 16 = 0 and V3x – y +9 = 0
is =
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Answer:
- Given is :
- line A √3x+y+16= 0
B √3x-y+9 =0
- prove that
Angle between line A and B
so
write in the form y=mx+c
y= -(16+√3x) & y= 3x+9
m1 = -√3 m2 = √3
tan(A−B)= 1+tanAtanB/tanA−tanB
tan(A-B)= 1-3/0 = infinite
so Angle between A and B is 90⁰
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