Differtiate w.r to x Sin2(2x+1)
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Payal Singh 6 years, 11 months ago
Ans. {tex}{d\over dx}(sin^2(2x+1)){/tex}
Using chain rule, we get
={tex}cos^2(2x+1).{d\over dx}(2x+1){/tex}
{tex}= cos^2(2x+1).2{/tex}
{tex}=2. cos^2(2x+1){/tex}
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