Exponential form of ${log}_{4} 8 = x$ is _____

x^{8} = 4

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x^{4} = 8

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4^{x} = 8

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8^{x} = 4

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Solution

The correct option is C $4^{x} = 8$
We have, ${log}_{4} 8 = x$

If ${log}_{b} a = x$ then $a = b^{x}$

So, $4^{x} = 8$ is the correct answer.

Option $C$ is the correct answer.

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