Question: For the following composite function find an inner function u = g(x) and outer function such that y=f(g(x)) Then calculate dy/dx; y = cos^11 x

For the following composite function find an inner function u = g(x) and outer function such that y=f(g(x)) Then calculate dy/dx; y = cos^11 x Identify the inner and outer functions choose the correct answer: u = g(x) = x ^ 11 and y = f(u) = cos u; u = g(x) = x and y = f(u) = cos^11 u; u = g(x) = cos x and y = f(u) = u ^ 11; u = g(x) = cos^11 x and y = f(u) = u

dy/dx:

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