Question

write the log equation as an exponential equation. you do not need to solve for x. $log(x)=x-3$

Explanation:

Step1: Recall log to exponent rule

For $\log_b(a)=c$, it becomes $b^c=a$. Here, $\log(x)$ is base 10, so $b=10$, $a=x$, $c=x-3$.

Step2: Apply the conversion rule

Substitute values into the exponential form.

Answer:

$10^{x-3}=x$