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Rewrite the exponential function 3b = a in logarithmic form.A. log 3 bOB. log, a = bOC. log, b=3OD. log, a = 3Reset Selection

Rewrite the exponential function 3b = a in logarithmic form.A. log 3 bOB. log, a = bOC-example-1

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ANSWER:

B


\log_3a=b

Step-by-step explanation:

Given:


3^b=a

To:

Rewrite the exponential function in logarithmic form

Note the below;


\begin{gathered} If\text{ }x^m=n, \\ \\ then; \\ \\ \log_xn=m \end{gathered}

So we can go ahead and rewrite the given exponential function in logarithmic form as;


\begin{gathered} If\text{ }3^b=a, \\ \\ then; \\ \\ \log_3a=b \end{gathered}

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