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Find the derivative of the following: In x and log x
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can you find the derivative of ln x ? for log x, use the change of base formula to change to base e then it is the same problem as the first one.
Derivative of lnx is 1/x
The reason is because when you're taking the derivative of something with ln it becomes 1/ So lnx AKA ln(x) is is 1/x If it were ln(x+3) the derivative would be 1/x+3 and so on.
Also don't forget you have to times it by the derivative of what's in the parenthesis because it involves the chain rule. So lnx the derivative is 1/x times 1 which is just 1/x But if it were something like ln(12x+3) it would be 1/12x+3 (12) = 12/12x+3 because 12 is the derivative of 12x+3.
Thank you :)
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