log x (2) log2 (x) How does ƒ(x) = logx (2) compare with g(x) = log2 (x) Here is one way to find out.
a. Use the equation loga b = (ln b)/(ln a) to express ƒ(x) and g(x) in terms of natural logarithms.
b. Graph ƒ and g together. Comment on the behavior of ƒ in relation to the signs and values of g.
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