Use algebra to obtain a factorable expression from each inequality, if necessary. Then use a table to determine interval(s) in which the inequality is true.
\[\frac{ 2t-10 }{ t }>t+5\]
This question is really pissing me off, i feel like punching the person who made this question lol
The answer in the Book is t<-5, and -2<t<0, i have no clue how that make any sense
WolframAlpha said t<0 http://www.wolframalpha.com/input/?i=%28%282t-10%29%2Ft%29%3Et%2B5
they are both correct
The book is answer is wrong, cuz its basically saying from -5 to -2 2t-10/t is greater than t+5
my is less than* not greater
how about we do this try to solve for t in the inequality first
show me how you would do it
okay
|dw:1414267901419:dw| |dw:1414267943909:dw| |dw:1414268020102:dw| not factorable
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