Log_{x}((x+3)/(x-1)) > Log_{x}x ??

how to find x that satisfy this inequality?

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- Sep 22nd 2013, 09:13 AMpsw1412Logarithm Inequality. Help!
Log

_{x}((x+3)/(x-1)) > Log_{x}x ??

how to find x that satisfy this inequality? - Sep 22nd 2013, 09:39 AMvotanRe: Logarithm Inequality. Help!
Attachment 29243

Solve the inequality and choose the interval in which x > 0 - Sep 22nd 2013, 11:03 AMpsw1412Re: Logarithm Inequality. Help!
- Sep 22nd 2013, 11:23 AMPlatoRe: Logarithm Inequality. Help!
- Sep 22nd 2013, 11:57 AMpsw1412Re: Logarithm Inequality. Help!
thank you.

one more question. How could you write that inequality from codecogs.com in a few rows? Every time I press "enter" it continues in the same row. Like this: Attachment 29245

2x=4

x=2 - Sep 22nd 2013, 01:56 PMvotanRe: Logarithm Inequality. Help!
- Sep 22nd 2013, 01:58 PMPlatoRe: Logarithm Inequality. Help!
- Sep 22nd 2013, 02:01 PMvotanRe: Logarithm Inequality. Help!