Asked by Manny
Convert r = 1 / (6cos(θ)+8sin(θ)) to an equation in rectangular coordinates (i.e., in terms of x and y).
A similar example I found, where r = 1 / (cos (θ) − sin (θ)), found the rectangular equation to be y = x - 1. How would this answer change for my problem now that sin and cos have coefficients?
A similar example I found, where r = 1 / (cos (θ) − sin (θ)), found the rectangular equation to be y = x - 1. How would this answer change for my problem now that sin and cos have coefficients?
Answers
Answered by
Steve
the coefficients just change the slope of the line.
r(6cosθ+8sinθ) = 1
6x+8y = 1
r(6cosθ+8sinθ) = 1
6x+8y = 1
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