Question

(3^3)log of base 3 of 4

Answer 1

The calculated solution to the logarithmic expression
`3^3\log_3(4)` is
`\log_3(4)^(27)`

How to evaluate the logarithmic expression

From the question, we have the following parameters that can be used in our computation:

`3^3\log_3(4)`

When the exponent is evaluated, we have

`27\log_3(4)`

Applying the power rule of logarithm, we have

`\log_3(4)^(27)`

Hence, the solution to the logarithmic expression is
`\log_3(4)^(27)`