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derivative of y=x^lnx?
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Hint: You know that lnx = 1/x, right? Now use product rule.
[2y(ln x)] / x = [y * 2(ln x)] / x = [y(ln(x^2))] / x
Remember that a(ln b) = ln b^a
I mean... you know that derivative of lnx = 1/x
dont i use logarithmic differentiation?
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take log on both sides lny = (lnx)^2 dy/ydx = 2lnx/x dy/dx = 2ylnx / x
use implicit differentiation after that
get it?
yes
thanks
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no thank you lol
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