How do you evaluate ${log}_{7} 2401$ $log_7 2401$ ?

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How do you evaluate ${log}_{7} 2401$ $log_7 2401$ ?

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Answer 1 · 2016-07-14T08:08:29

The value of ${log}_{7} 2401$ $log_7 2401$ is $4$ $4$

Explanation:

To find out the value of a logarythm you have to find out "to which power do I have to raise the base ( $7$ $7$ ) to get the number under the $log$ $log$ sign ( $2401$ $2401$ ).

This number is $4$ $4$ because: $7^{4} = 2401$ $7^4=2401$

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How do you evaluate ${log}_{7} 2401$ $log_7 2401$ ?

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How do you evaluate ${log}_{7} 2401$ $log_7 2401$ ?