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True or False: If a function is continuous on an interval, it is also differentiable on that interval. If false, justify with example.
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This is not true generally. I can produce a counterexample. Y = | x |
y = | x | is continuous everywhere, but is not differentiable at x = 0 (it has a kink)
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@perl thanks what about If a function is continuous on an interval, would it be integrable on that interval?
yes thats true
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well , i think it has to be a closed interval
but yes , it will be integrable
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