x³ (4x - 4)5 Let f(x) = 3x² - 3 If we use the method of logarithmic differentiation to find f'(x), we obtain f'(x) in the form x³ (4x-4)5 3x²-3 ƒ'(x) = = (A(x) + B(x) 4x4 + C(x) 3x² - 3 where A(x), B(x) and C(x) are functions of x. Find them.

Q: Why might one prefer to use the logarithmic differentiation for finding derivatives of functions…

A: To find- Why using of logarithmic differentiation when finding derivative of functions.

Q: (b) F₂(x) = F₂'(x) = 9 4(x4 + 1)5 (d) F4(x) = F4'(x) = X 4 (c) F3(x) = (9x² + 1)5 4 F3'(x) = 9 (4x4…

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