Question

How would i find the simplified version of 3 log x – log y + log z ?

Answer 1

3log(x*z/y)

Answer 2

\[3\frac{ \log (xz/y )}{ 1 }=\frac{ \log ((xz) ^3/y)}{ 1 }\]

Answer 3

\[\log(\frac{ x^3z }{ y })\]

Answer 4

would it be \[\log(\frac{ x^3z }{ y }) or \log(\frac{ x^3y }{z }) ?\]

Answer 5

the first one

Answer 6

just to avoid @casanovaxx answers you need

law 1\[alog(x) = \log(x^a)\]

next you will need

law 2 \[alog(x) + \log(z) = \log(x^az)\]

law 3 \[\log(x^az) - \log(z) = \log(\frac{x^az}{y})\]

maybe this avoids confusion

Answer 7

thanks both!!

Answer 8

;)