Y=log base(rootx) x find dy/dx
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Answer:
✎y'=1ln(10)⋅1x .
Step-by-step explanation:
From change of base we have
log10(x)=log10(x)=ln(x)ln(10) . 1ln(10) is just a constant multipler. Doing the problem this way gives a result of y'=1ln(10)⋅1x .
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