Question: Problem 1 Find any inflection points with the following example f(I) = - 3x Problem 2 Find any local extrema of f(x) = sin x

Problem 1 Find any inflection points with the following example f(I) = - 3x Problem 2 Find any local extrema of f(x) = sin x + cos x on [0,2n] using the Second Derivative Test. Problem 3 Find the concavity of the below function, using the second derivative test. Additionally, graph the function and find where the function is increasing and decreasing. f(z) - 13-3x Problem 4 Use the second derivative test to find all relative extrema for N

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