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Find dy/dx y=2x^3In(sinx)
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use product formula y=f1.f2 dy/dx=f1. d/dx(f2)+f2 d/dx(f1)
HI!!
\( y = 2x^{3ln (sinx)}\) or \(y = 2x^3 * ln (sin x)\) ???
\[2x^3\ln(\sin(x))\] right ?
yes
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Sorry i for got to put the brackets
dy/dx=6x*,ln(sinx)+2x3.cot x
I got this: 6x^2(In(sinx))+2x^3 (cotx)
But the answer key is this: 2x^2(3In(sinx))+xcotx
So the answer key factored a 2x^2 out of each term? Looks the same as yours besides that :p
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oh I see, thanks!
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