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Trig question, please help finish
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\[\large y=tanx(sinx+cosx)\]
\[\large y'= (tanx)(cosx+sinx)+(sinx+cosx)(\sec^2x)\]
is that it or can i do more ?
Thats the Product Rule of Differentiation, right? so, (f(x))(g(x)) = f'(x)g(x) + g'(x)f(x)
Which will give you: y = tanx ( sinx + cosx ) y' = ((secx)^2)( sinx + cosx) + (tanx)(cosx - sinx)
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would that be all ?
yes. You might have to simplify though.
how ?
I said, 'might have to' from the looks of it, that answer is just as good.
do you still need help simplifying?
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