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RentonT
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Homework Statement
Let P be any point (except the origin) on the curve r=f(θ). If ψ is the angle between the tangent line at P and the radial line OP, show that
tan(ψ)= (r/(dr/dθ))
Hint: Observe that ψ = φ - θ in the figure.
Homework Equations
Very few equations come to mind except y = r*sin(θ) and x = r*cos(θ). Also, dr/dθ is equal to f'(θ).
The Attempt at a Solution
See Relevant Equations.