Question: Let f and g be differentiable and continuous functions for all real numbers such that f(x) = 3253 +93:2 +2 ,and 1 90:) = ()x4

 Let f and g be differentiable and continuous functions for all

Let f and g be differentiable and continuous functions for all real numbers such that f(x) = 3253 +93:2 +2 ,and 1 90:) = ()x4 + 2x3 + 1. 1. Find the location of all local extrema, i.e. local maximum and local minimum for the functions f and 9 using a) the First derivative test b) the Second derivative test Note: need to show work completely and explain your work including the solutions as well. 2. Determine the intervals where the functions f and g are increasing and decreasing. Please explain. 3. Determine the concavity of the functions f and 3. Please explain

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