How do you rewrite ${log}_{4} 16 = 2$ $log_4 16 = 2$ in exponential form?

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Answer 1 · 2018-05-23T07:25:14

See explanation.

Logarithm ${log}_{b} x$ $log_b x$ is the exponent of a power with base $b$ $b$ which gives the number under $log$ $log$ sign ( $x$ $x$ ).

In this example we can say that:

${log}_{4} 16 = 2$ $log_4 16=2$

because: