(a) Let f(x) = of f(x). a ba where a, b, x > 0. Use limit definition to find the derivative f '(x)= f (x +h)-f(x) h

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Chapter3: Functions
Section3.3: More On Functions; Piecewise-defined Functions
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(a) Let f(x) =
of f(x).
√
a
ba
where a, b, x > 0. Use limit definition to find the derivative
f'(x)= f(xth) - f(x)
h
Transcribed Image Text:(a) Let f(x) = of f(x). √ a ba where a, b, x > 0. Use limit definition to find the derivative f'(x)= f(xth) - f(x) h
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