Find the equation of the line Passing through (2, 2
) and inclined with the x-axis at an angle of 75°.
Find the equation of the line Passing through (2, 2
) and inclined with the x-axis at an angle of 75°.
) and inclined with the x-axis at an angle of 75°.
The line passes through (2, 2
θ = 750
m = tan 750 = tan(450 + 300) = ![]()
=
=
Equation of the line in point-slope form is
y – y1 = m(x – x1)
y –2
=
(x – 2)
(
(y - 2
) = (
+1)(x – 2)
(
=
x - 2
+ x – 2)
or (
+y - 2
- 2
- 2 + 6) = 0
(
- 1)x – (
- 1)y = 4
- 4
or (
+ 1)x – (
- 1)y = 4(
- 1)
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