Question

How do i simplify?

Answer 1

\[5x=\frac{ \log_{}4 }{ \log_{}3 }\]

Answer 2

i need to solve for x.

Answer 3

Wow this basically reminded me to refresh up on my Algebra 2.

Answer 4

i just don't know how i would divide 5 by log4/log3.

Answer 5

This involves the properties of logarithm. @santw loga/logb = ?

Answer 6

Wait!

Answer 7

i tried that. my solutions manual gives a diff answer. @SheldonEinstein

Answer 8

\[\large{\frac{log_b m}{log_b n} = log_b {m-n}}\]

Answer 9

Is the answer 0 ?

Answer 10

i'm trying to refrain from looking at the answers. but it shows me
log4/5 log3?
i'm lost.

Answer 11

0.2524 @SheldonEinstein

Answer 12

So they just divided both sides by 5..?

Answer 13

Very near lol

Answer 14

yes. @zepdrix
i think my question is. how do you divide a fraction by a fraction?

Answer 15

log(4)/log(3) /5/1 = \[\large{\frac{log(4)}{log(3)}\times \frac{1}{5}}\]

Answer 16

\[\large{\cfrac{\frac{a}{b}}{\frac{c}{d}} = \frac{a}{b} \times \frac{d}{c}}\]