EDB β€” 1D1

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Exercises

  1. [1D1]Prerequisites:[0T5].Let \(f, g : ℝ β†’ ℝ\) be two functions that can be differentiated at every point. Show that \(\max \{ f, g\} \) is differentiable, except on a set that is at most countable.

    Solution 1

    [1D2]

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