Question

I don't really know how to type this, but here it goes:
log(base5) 4-log(base5) (x+3)= log(base5) 3?

Answer 1

go ahead :)

Answer 2

\[log_5(4)-log_5(x+3)=log_5(3)\]

Answer 3

just wanted to type it.

Answer 4

ok fine

Answer 5

yeah thats it

Answer 6

\[log_5(4)-log_5(3)=log_5(x+3)\]
\[log_5(\frac{4}{3})=log_5(x+3)\]
\[\frac{4}{3}=x+3\]

Answer 7

so i guess
\[x=-\frac{5}{3}\]

Answer 8

you switch the 3 and the (x-3?

Answer 9

only log step was using \[log(A)-log(B)=log(\frac{A}{B})\] from right to left.

Answer 10

oh i just added \[log_5(x+3)\] to both sides so it would be positive. easier that way

Answer 11

sorry it was adding
my mistake

Answer 12

added \[log_5(x+3)\] to both sides and subtracted \[log_5(3)\] from both sides so i had the variable by itself on one side.

Answer 13

clear or no?

Answer 14

clear thanks

Answer 15

welcome

Answer 16

thank you for your time.