Respuesta :
Look over your textbook for the properties of logarithms.
Recall that adding together two logs of the same base = one log where the arguments are multiplied together.
(note a log without a number written below is assumed to be base 10)
[tex]\log(9w) = \log(9)+\log(w)[/tex]
Recall that adding together two logs of the same base = one log where the arguments are multiplied together.
(note a log without a number written below is assumed to be base 10)
[tex]\log(9w) = \log(9)+\log(w)[/tex]
Answer:
Option A is correct
[tex]\log 9 + \log w[/tex]
Step-by-step explanation:
Using the logarithmic rules:
[tex]\log mn = \log m+ \log n[/tex]
As per the statement:
Given the following:
[tex]\log 9w[/tex]
Apply the logarithmic rules we have;
[tex]\log 9 + \log w[/tex]
Therefore, the following is equivalent to log 9w is:
[tex]\log 9 + \log w[/tex]