What is ${log}_{5} 25$ $log_5 25$ ?

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Answer 1 · 2015-03-14T23:56:04

The answer is $2$ $2$ .

${log}_{5} (25)$ $log_5(25)$ can be interpreted as " $5$ $5$ to what power is equal to $25$ $25$ ?

Since $5^{2} = 25, {log}_{5} (25) = 2$ $5^2 = 25, log_5(25) = 2$

What is log525log_5 25?