How do you find the derivative of the function # y = tan^4(3x)#?

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How do you find the derivative of the function # y = tan^4(3x)#?

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Answer 1 · 2015-04-12T03:36:35

You can use the Chain Rule deriving the #()^4# first then the #tan# and finally the argument #3x#:
#y'=4tan^3(3x)*(1/(cos^2(3x)))*3=12tan^3(3x)/cos^2(3x)#

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How do you find the derivative of the function # y = tan^4(3x)#?

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