The logarithm form of $5^{3} = 125$ is equal to

{log}_{5} 125 = 3

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{log}_{5} 125 = 5

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{log}_{3} 125 = 5

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{log}_{5} 3 = 3

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Solution

The correct option is A ${log}_{5} 125 = 3$
Since, $5^{3} = 125$
$⟹ log$ of $125$ to base $5$ is $3$
$⟹ {log}_{5} 125 = 3$

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