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Suppose that f is continuous on [a,b]. Is it necessary that there is a point where exist f' ?
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not really, example |x| is not diff at x = 0
[a,b] might be a vertical line; does f' exist on vertical line?
but there is a point (ex. x = 1/2) where f' exist for f(x) = |x|
vertical line is not continuous function.
so what i mean that its not necessary
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vertical lines arent functions
You are very polite with vertical line)
kanwar i answered your question and feel really good about it
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