Evaluating Logarithms

How to Evaluate Logarithms

How to Evaluate Logarithms

Do you want to know how to evaluate Logarithms? you can do it in a few easy steps. Step by step guide to Evaluating Logarithms Logarithm is another way of writing exponent. \(\log_{b}{y}=x\) is equivalent to \(y=b^x \) Learn some logarithms rules: \(\log_{b}{(x)}=\frac{\log_{d}{(x)}}{\log_{d}{(b)}}\)\( \log_{a}{x^b}=b\log_{a}{x}\) \(\log_{a}{1}=0\) \(\log_{a}{a}=1\) Evaluating Logarithms Evaluating logarithms - Example 1: Evaluate: \(\log_{2}{16}\) Solution: Rewrite 16 in power base form: \(16=2^4\) , then: \(\log_{2}{16}=\log_{2}{(4^2)}\) Use log...
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