Question

Please help me solve “Expand log3 4x”

Answer 1

Answer:

Look below.

Step-by-step explanation:

Log3^4x

4xLog3 ------> To expand you would take the exponent and put infront of Log

This is the answer if its expanded. The question was sort of scarce so if this is wrong im sorry.

Answer 2

The expansion of the given logarithm $\mathbf{Log_3 (4x^2)}$ is $\mathbf{= 2log_3(2)+2log_3(x)}$

What is the expansion of the logarithm?

A Logarithm is an exponent to which a base must be raised in order to result in a given number. The expansion of the logarithm takes a predictable approach and set guidelines.  

Using the set formula for solving logarithms;

$\mathbf{log_a(x^n) = n \ log_a \ x}$

Let's assume that the correct equation given is:
$\mathbf{=Log_3 (4x^2)}$

Using the above formula, we have

$\mathbf{= 2 Log_3 (4x)}$

By expansion;

$\mathbf{= 2log_3(2)+2log_3(x)}$

Learn more about logarithm here:

https://brainly.com/question/237321