Question

Write the expression as a single logarithm

Answer 1

\[3\log_{b} q +6\log_{b} v\]

Answer 2

@anas2000

Answer 3

@eSpeX

Answer 4

@aristine
@.Sam.

Answer 5

@jim_thompson5910

Answer 6

did you get anywhere?

Answer 7

what do u mean

Answer 8

were you able to get anywhere with the problem

Answer 9

nop

Answer 10

ok you would use this identity first

\[\large y*\log(x) = \log\left(x^y\right)\]

afterwards, you would use this identity

\[\large \log(x)+\log(y) = \log\left(xy\right)\]

Answer 11

but what should I do with the little b @jim_thompson5910

Answer 12

@BulletWithButterflyWings
@eSpeX

Answer 13

@jhonyy9

Answer 14

don't worry about it

Answer 15

you can ignore the little b and still be fine

Answer 16

can u show me how to do the problem

Answer 17

the identities I posted work for any base

Answer 18

whether it's b, 10, 2, etc...

Answer 19

all the choices that I got have b in them

Answer 20

ok think of \[\large y*\log(x) = \log\left(x^y\right)\] as having a b below each log then

Answer 21

ok it shoudl be

Answer 22

\[\log_{b} q^3 +\log_{b} v^6\]

Answer 23

then it should become\[\log_{q^3v^6} \]

Answer 24

if u zoom u will see the equation better

Answer 25

one sec while I check

Answer 26

good, you got it

Answer 27

btw you made a typo and it should be

\[\log\left(q^3v^6\right) \]

or

\[\log\left_{b}(q^3v^6\right) \]

but you pretty much got it