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For f f(x) = 2xe^2x Find the absolute minimum and justify it. I found it to be (-1/2, -1/e) from its derivative = 0. However, that just justifies it as an extrema and I normally say that it is a minimum because the derivative goes from negative to positive. However, the derivative starts at 0 so it doesn't work anymore.
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Try to plot the derivative and you'll see that it crosses from negative to positive at the critical point.
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