Question

Which expression results when the change of base formula is applied to log4(x+2) ?

Answer 1

The change of base formula is the wanted/current.

So it would be log(x+2)/log4.

The answer is the first one.

Answer 2

Option A :
`(log(x+2))/(log(4))`

Explanation:

Write the expression when the change of base formula is applied to log4(x+2

Given
`log_4(x+2)`

USe change of base formula

`log_b(a)= (log(a))/(log(b))`

WE apply change of base formula for the given log

the base of log becomes the denominator .

Numerator becomes the x+2

`log_4(x+2)= (log(x+2))/(log(4))`

option A is the correct answer