can someone please help me with this let g(x) be such that l g(x) l <= M for all x in [-1,1] let h(x) = (x^2)g(x) if x is not equal to 0 = 0 if x is equal to 0 show that h(x) is diffrentiable at x = 0 and find h'(0)
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so taking we have
can u break down a little more please
Remember that and to evaluate the limit we use the squeeze theorem.
thanks so much
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