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Derivative of f(a) a^4 sin2a tan2a ? So far I know 3a^3, but confused on how to proceed for sin/tan.
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4a^3*
\[f(a)= a ^{4} \sin2a \tan2a\]
\[f \prime = 4a ^{3}\sin 2a \tan 2a + a ^{4}(2\cos 2a)(\tan 2a) + a ^{4}(\sin 2a)(2\sec ^{2}2a)\] You can simplify further. Was this helpful?
So first I change the double angle formulas to their identities then I can do each derivative?
|dw:1349166707682:dw| differentiate using product rule
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