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Homework Statement
The function F is defined by F (r, θ) = f (x(r, θ), y(r, θ)), where f is twice continuously
differentiable and
x(r, θ) = r cos θ, y(r, θ) = r sin θ.
Use the chain rule to find
d2F/dθ2
Homework Equations
The Attempt at a Solution
I know that dF/dθ = (df/dx)(dx/dθ) + (df/dy)(dy/dθ)
and i can solve this
I know the next step is (d/dθ)(dF/dθ) but this is were i get lost. I must of missed the class this was explained in :(