Show transcribed image text Consider the function f(x) = xex + 2xex 1. Guess what the function looks like. Sketch the graph that lives in your mind's eye. It can be totally wrong, just take a guess 2. Find the critical points of the function. 8. Find the output of the function at the critical points 4. Create a derivative chart for the function 5. Use the first derivative test to determine if the critical points are the locations of maxs or mins. 6. Create a revised sketch of the function.
Consider the function f(x) = xex + 2xex 1. Guess what the function looks like. Sketch the graph that lives in your mind's eye. It can be totally wrong, just take a guess 2. Find the critical points of the function. 8. Find the output of the function at the critical points 4. Create a derivative chart for the function 5. Use the first derivative test to determine if the critical points are the locations of maxs or mins. 6. Create a revised sketch of the function.
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