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Find the family of ortogonal curves from the family: y^2=4(x-a)
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Please help me it's for a test. The answer options are: a) y=be^(x/2) b) y=be^(-x) c) y=be^(-x/2)
first differentiate implicitly: 2yy'=4 for the orthogonal curve the slope will be -1/y'. Put this value in the equation: 2y(-1/y')=4 separate variables and solve for y: y'/y=1/2 or dy/y=-dx/2 Ln|y|=-x/2 + C or y= e^(-x/2 +C)=e^(-x/2)*e^b=e^(-x/2)*b so answer a)
sry, :) c)
Thanks :)
you wellcome
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