Question

Expand each logorithm. Simplify if possible.
Log xyz

This is algebra2 and i need help understanding it.

Answer 1

picture?

Answer 2

yea

Answer 3

? picture ? please

Answer 4

Hey you,
\(\large\rm \color{salmon}{\text{Welcome to OpenStudy! :)}}\)

Answer 5

We have a log property,
which tells us that logs have a way of switching from multiplication to addition,\[\large\rm \log(ab)=\log(a)+\log(b)\]

Answer 6

It works the same way with 3 terms,\[\large\rm \log(abc)=\log(a)+\log(bc)\]\[\large\rm \log(abc)=\log(a)+\log(b)+\log(c)\]

Answer 7

so itd be log (x) + log (y) + log (x) = log xyz

Answer 8

Yes, that would be the expansion,
on the left side of your equals sign.

Yay good job!

Answer 9

thank you so much!