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Find the values of a and b so that f is differentiable everywhere.
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ok, can you find atleast one equation in a and b ? lim x-> 1- f(x)= lim x->1+ f(x) for f to be differentiable
the other equation in a and b, you will get from lim x-> 1- f'(x)= lim x->1+ f'(x) for f to be differentiable everywhere so, just differentiate both sides and again take left and right limits, equate them to get 2nd equation in a and b 2 equation, 2 unknowns, easily solvable then.
A = 1/2 and B = -1?
i haven't calculated yet, i have ice cream on other hand :D give me some time to verify :)
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No need, I checked the book, it's good! :)
Thanks a lot!
welcome ^_^
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