Question

Simplify log6 4x +log6 5x + log6 2x. Ca someone please show me how to solve this.

Answer 1

\[\log _{6} 4x+\log _{6} 5x+\log _{6_{}}2x\]

Answer 2

utilizing the properties of logs you can write this out as one log with base 6:

log_6 (4x*5x*2x)

Answer 3

\[\log_{a}x+\log_{a}y=\log_{a} xy \]

Answer 4

that's the property... ^^

Answer 5

then simplify...

Answer 6

ohh so its \[\log _{6}40x ^{3}\] ?

Answer 7

yes