Condensing Logs?

Science & Mathematics by Anonymous 2018-07-09 18:34:01

Social Science

Condensing Logs?

6 answers

Fully condense: 2log[5](x) - log[5](2) + log[5](x)

Anonymous

Let log be log to base 5 2 log x - log x + log x = 2 log x = log x^2
Anonymous

assuming this is 2log₅(x) - log₅(2) + log₅(x) log₅(x²) - log₅(2) + log₅(x) log₅(x•x²/2) log₅(x³/2)
Anonymous

3log(5)(x) - log(5)(2) ( 3 log(x) - log(2) ) / log(5) If x is positive, the root is (2)^(1/3), approx. 1.26
Anonymous

2log[5](x) - log[5](2) + log[5](x) = 3log[5](x) - log[5](2) = log[5](x³) - log[5](2) = log[5](x³/2)
Anonymous

I'm terrible at math so I would not be able to help you on that sorry
Anonymous

Assuming x > cbrt(2): = log[5](x^2) - log[5](2) + log[5](x) = log[5](x^3 - 2)