Question

Which one represents the equation log3 81 = 4 in exponential form?

Answer 1

Log(base 3)(81)=4
3^4=81

Answer 2

Answer:

Exponential form is $log_{3}(3^{4})$ = 4.

Step-by-step explanation:

Given : $log_{3}(81)$ =4.

To find : Represent in exponential form .

Solution : We have given that  $log_{3}(8)$ =4.

We can write as 81 = $3^{4}$.

By the logarithm form  $log_{a}(a^{n})$ =n.

Then ,

$log_{3}(3^{4})$ = 4

Therefore, Exponential form is $log_{3}(3^{4})$ = 4.