Question
Asked Jun 26, 2019
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Find f'(x) for f(x)=tan^3x+tan(x^3)

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Expert Answer

Step 1

The function is given by,

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f(x)tan3xtanx3

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Step 2

Differentiate f(x) with respect to x,

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d (tan x tan x dx f (x)= d tan x dx d -( tan' x)+ dx

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Step 3

Find the derivative of t...

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d dsr an x)=3tan2x^(tanx) = 3tan x(sec' x) (Chain rule) dx 3 tan2 xsec2 х

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Math

Calculus

Derivative

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