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How do I find the derivative of sin2xcos2x using the product rule?
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1. \[\cos2x * 2(\cos2x) + (-\sin2x*2)(\sin2x)\] 2. \[2\cos^22x-2\sin^22x\] 3. \[2[\cos^22x-\sin^22x]\] The answer in the back of the book says it can simplify to 2cos4x. Can someone explain how to do this?
@katlvb21 what calc book do you use ?
im..thinking...chain..rule..then..product...rule..otherwise..you..need...identities..to..go..product..rule..explicitely
@Ephilo Calculus 9th edition by Larson/Edwards
it says we could use trig identities to solve it also, but i'm trying to figure out the product-rule way
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oh im using the 8th
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