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the derivative of y=x^(2x+1)?
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y=x^(2x+1) Ly= Lx^(2x+1) Ly= (2x+1)Lx 1/y= 2Lx+(2x+1)/x
the answer is x^(2x+1)*(2lnx+2+1/x) but i can't figure out where the term 2 in the parenthesis came from
forgot my y' :) 1/y y'= 2Lx+(2x+1)/x y'= y(2Lx+(2x+1)/x)
ooops
log it all, the derivae it with logs and product rules
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oh. so by taking the ln of both sides....i can solve it?
yep
just know that ln(y) ' = 1/y y'
thank you!!
yer welcome
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Ok.
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