Question

help please: write the following as a single log using logarithmic properties
6log5u + 4log5v

Answer 1

would the correct answer be 24log(u)(v)

Answer 2

where did you get the five from on the u?

Answer 3

\(6\log_5(u)+4\log_5(v)=\log_5(u^6)+\log_5(v^4)=\log_5(u^6v^4)\)

Answer 4

can you please explain one more problem to me please

Answer 5

\[2\log_{b}x+1/2\log_{b}y+\log_{b}z \]

Answer 6

alogb=logb^a here the base is e
this is a logarithm property

Answer 7

log a+log b = log(ab)

Answer 8

so how would you do this equation \[2\log_{b}x+1/2\log_{b}y+\log_{b}z \]

Answer 9

would it be like \[\log_{b}(x^6y^\frac{ 1 }{ 2 } z)\]

Answer 10

@aayushi.somani

Answer 11

how u got x^6

Answer 12

sorry x^2

Answer 13

and how u got y^1/2

Answer 14

from the 1/2 thats in fron of log by the y

Answer 15

good and how u got z

Answer 16

@numnum