Interactive video lesson plan for: ap calculus ab multiple choice differentiation techniques Derivatives f(x)=cos^3(4x) find f'(x)

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If f(x)=cos^3(4x) then f'(x)= if y=arcsin(5x) if y=sin^-1(5x) then dy/dx= for t=0 hours, H is a differentaible function of f that gives the temperature in degrees Celsius at an Arctic Weather station which of the following is the best interpretation of H'(24) the change in temperature during the first day, the 24th hour The function f is differentiable and has values as shown in the a table above. Both f and f' are strictly increasing on the interval which of the following could be the value of f'(3) the table above gives values of the differentiable functions f and g and their derivatives at x=1 if h(x)=(2f(x)+3)(1+g(x)) then h'1=

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