How do I find ${log}_{2} 32$ $log_2 32$ ?

Question

2626 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2015-03-15T00:09:18

The Answer is $5$ $5$ .

${log}_{2} (32)$ $log_2(32)$ can be interpreted as " $2$ $2$ to what power is equal to $32$ $32$ ?"

Since $2^{5} = 32, {log}_{2} (32) = 5$ $2^5 = 32, log_2(32) = 5$

How do I find log_2 32log232log_2 32?