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General Formula of POSL
ax² + 2hxy + by² + 2gx + 2fy + c = 0
Value of determinant of of line
abc + 2fgh - af² - bg² -ch²
Angle Between Two lines (Homogenous)
tanθ = | 2√h² -ab| / a+b
Condition for perpendicular (Homogenous)
a + b = 0
Condition for coinciding (Homogenous)
h² - ab = 0
Condition for real and distinct (Homogenous)
h² - ab > 0
Condition for imaginary (Homogenous)
h² - ab < 0
Angle Bisector (Homogenous)
x² - y²/a-b = xy/h
Angle Bisector
[ (x-x₁)² - (y-y₁)² / a-b = (x-x₁)(y-y₁)/h
Distance between two parallel lines
d = 2√(g²-ac/a(a+b) = 2√(f² - bc)/b(a+b)