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Show that f(x)= log ax and g(x)= log x, where a>1 and b>1, grow at a comparable rate as x-oc X- log(x) What rule

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Show that f(x)= log ax and g(x)= log x, where a>1 and b>1, grow at a comparable rate as x-oc X- log(x) What rule of logarithms can assist with simplifying the limit function? Change of base formula. Power rule Product rule O Quotient rule Use the change of base formula to rewrite each given logorithm in terms of the natural logarithm, and th lim

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