Question

http://prntscr.com/3669l7

Answer 1

@myininaya

Answer 2

so it ask us to express as one log
first what can you do if you have:
\[r \log(x) =?\]
what other way is there to write this?

Answer 3

look at your properties of log sheet

Answer 4

its my first time doing it and i dont know about it at alll
can u help me by explaing

Answer 5

Well first you need to have a sheet of the properties of log in front of you

Answer 6

http://www.math.sjsu.edu/~valdes/calc_place/logs/log_quiz.html

Answer 7

looking at the properties from 1 thus 7
do you see any of them that can be applied to what I just asked?

Answer 8

Is there anyway to re-write \[r \log(x)\] using any of those properties?

Answer 9

do you see what property 7 says?

Answer 10

does it tell you how to rewrite r log(x)?

Answer 11

what does it tell you to do with the r?

Answer 12

hello...do you want to try to answer my question so I may help you?

Answer 13

i am still confused

Answer 14

7 is the one we will use right

Answer 15

well the 7th property is the one we will use first

Answer 16

but I wanting you to tell me how I can rewrite r log(x) given that property 7?

Answer 17

what was in front of their log, an n right?
what happened to that n in their expression on the other side of the equal sign?

Answer 18

the n is move front i guess

Answer 19

\[n \log(x)=\log(x^n)\]
isn't this what happened?

Answer 20

show me how to use that property here:
3 log(q)

and

6log(v)

Answer 21

use the following property
\[r \log(x)=\log(x^r) \]

Answer 22

\[rlog(q ^{3})\]

Answer 23

am i right

Answer 24

no
I don't know why you put that r there...