Question

Simplify this

Answer 1

log100m - log(10/n)

Answer 2

\(\large\color{slate}{ \log_{100}{\rm m} - \log(10) - \log (10/{\rm n} ) }\)

\(\large\color{slate}{ \log_{100}{\rm m} - \log(10) - \log ({\rm n} ) }\)

Answer 3

its not base 100 its log100m

Answer 4

the base is 10

Answer 5

\(\large\color{slate}{ \log100{\rm m} - \log(10) - \log ({\rm n} ) }\)

Answer 6

Sure;)

Answer 7

yea

Answer 8

you aren't done simplifying

Answer 9

this was a test question and it said which of the following is equavalent to this expression and I am given 5 options (im trying to fix my mistake as i got this wrong)

Answer 10

what are the options?

Answer 11

3+logm+log

Answer 12

is that your answer?

Answer 13

1+logm-logn

Answer 14

and this is your ans?

Answer 15

2+logm - logn -- this was my answer I guessed :S

Answer 16

oh my man, I stinck

Answer 17

when you subtract logs divide the numbers

Answer 18

lol, yes it is that

Answer 19

1+logm+logn and finally 3+logm-logn

Answer 20

\(\large\color{slate}{ \log100{\rm m} - \log(10) - \log ({\rm n} ) }\)

\(\large\color{slate}{ 2\log10 +\log{\rm m} - \log(10) - \log ({\rm n} ) }\)

\(\large\color{slate}{ 1 +\log{\rm m} - \log ({\rm n} ) }\)

Answer 21

dere u go

Answer 22

oooh

Answer 23

thanks