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if y = 3tan2x + tan^32x,then dy/dx is equal to: a.3sec^4 2x b.6 sec^4 2x c.-3sec^4 2x d.-6sec^4 2x
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\[y'=3(2x)' \sec^2(2x)+(2x)' \cdot 3\tan^{3-1}(2x) \sec^2(2x)\]
\[y'=6\sec^2(2x)+6 \tan^2(2x)\sec^2(2x)\]
little be of factoring and an idenitity will get you your answer
|dw:1331050284261:dw| 6tan^2(2x) = 6sec^4 2x? is this ryt?
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