If $l o g_{6} 216 = x$ , what is the value of x?

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Solution

$l o g_{6} 216 = x$

$216 = 6^{x}$

$216 = 6^{3}$

$6^{x} = 6^{3}$

Therefore, $x = 3$

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Value of log⁶216 is

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{log}_{5} 125 + {log}_{6} 216

{log}_{6} 216 + {log}_{7} 343

{log}_{5} 625 + {log}_{6} 216

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