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Home > 

AP Calculus AB-BC

 > Derivatives > 

Basic Differentiation Techniques

Basic Differentiation Techniques
22

What is the derivative of y=(tan(2x)cos(x))3x ,with respect to ‘x’?

A

dy/dx = ln(tan(x)cos(x))(tan(2x)cos(x))3x

B

dy/dx = -9ln(cos(2x)sec2(x))(tan(2x)cos(x))2x

C

dy/dx = 3ln(tan(2x)cos(x))(tan(2x)cos(x))3x

D

dy/dx = -3ln(tan(x)cos(x))(tan(x)cos(x))x

E

dy/dx = ex(tan(2x)cos(x))(tan(2x)cos(x))3x

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