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Differentiate using chain rule: y=cos(a^3+x^3)
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\(\Large \tt\color{midnightblue}{f(x)=cos(a^3+x^3)\\ f'(x)=cos'(a^3+x^3)\times(a^3+x^3)'}\)
Now what is the derivative of cos? derivative of (x^3)' should be easy to you
Right, it's -sin and 3x^2 But what happened to the a's?
@Disturb no answer pls, let him do it
(or her) :)
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a^3 is constant term
Oh ok
That makes sense
well i forgot to put her too may bad^_^
well i guess you figured out the answer now?
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Yep! Got it! thanks!
Anytime!
not
me got suspended
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