How do you solve $log x = 3$ $logx = 3$ ?

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How do you solve $log x = 3$ $logx = 3$ ?

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Answer 1 · 2015-11-20T22:20:25

$x = 1000$ $x=1000$

Explanation:

Note that when $log$ $log$ is not paired with a base, there base is implied to be $10$ $10$ . So, $log x$ $logx$ can be written as ${log}_{10} x$ $log_10x$ .

${log}_{10} x = 3$ $log_10x=3$

$10^{{log}_{10} x} = 10^{3}$ $10^(log_10x)=10^3$

$x = 1000$ $x=1000$

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How do you solve $log x = 3$ $logx = 3$ ?

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