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Mathematics
Mathematics
Problem
Normal form of line
x
+
3
y
−
4
=
0
x + \sqrt{3}y - 4 = 0
x
+
3
y
−
4
=
0
is :- (1)
x
cos
π
/
3
−
y
sin
π
/
3
=
2
x \cos\pi/3 - y \sin\pi/3 = 2
x
cos
π
/3
−
y
sin
π
/3
=
2
(3)
x
cos
π
/
3
+
y
sin
π
/
3
=
2
x \cos\pi/3 + y \sin\pi/3 = 2
x
cos
π
/3
+
y
sin
π
/3
=
2
(2)
x
cos
π
/
6
−
y
sin
π
/
6
=
2
x \cos\pi/6 - y \sin\pi/6 = 2
x
cos
π
/6
−
y
sin
π
/6
=
2
(4)
x
cos
π
/
6
+
y
sin
π
/
6
=
2
x \cos\pi/6 + y \sin\pi/6 = 2
x
cos
π
/6
+
y
sin
π
/6
=
2
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