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How do you find the derivative of # ln(x+1)#?

1 Answer

Nov 5, 2016

Using chain rule, which states that #(dy)/(dx)=(dy)/(du)(du)/(dx)#

Explanation:

Here, #u=x+1#, so

#(dy)/(dx)=(1/u)(1)=1/u=1/(x+1)#

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