Answered

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Rewrite 3^x = 243 as a logarithmic equation. log3(243) = x logx(243) = 3 log3(x) = 243 log243(x) = 3

Sagot :

In general, the logarithmic function definition states that

[tex]y=log_b(x)\Leftrightarrow x=b^y[/tex]

Therefore, in our case,

[tex]3^x=243\Leftrightarrow x=log_3(243)[/tex]

Thus, the answer is log3(243)=x, the first option.

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