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find the derivative of y=ln2* log2 x
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The books said the answer is 1/x but I got 1/2xln2 as my answer?
Change of base formula:\[\large\rm \log_2x=\frac{\ln x}{\ln 2}\]
Do you see how the ln(2)'s will cancel out?
wouldn't it be x/2 then?
oh wait a minute... ln 2* 1/x ln2= 1/x right?
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I would recommend canceling them out `before` differentiating :) Maybe will be easier to understand that way.\[\large\rm y=\ln2\cdot\color{orangered}{\log_2x}\]\[\large\rm y=\ln2\cdot\color{orangered}{\frac{\ln x}{\ln2}}\]\[\large\rm y=\ln x\]But yes, your way works fine as well :)
Thanks for explaining :)
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