derivative of log x square
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Answer:
Step-by-step explanation:
log(x)^2=2logx (using property of log)
d/dx of 2logx=2d/dx (logx)
2/x
If (logx)^2 is given
then 2logx/x
as d/dx of X^n=nx^n-1 and of logx=1/x
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