SOLUTION: I'm having trouble on the question: For what values of X; 2/x > 2/x^2? I don't honestly understand what its asking or how to do it lol. I'd appreciate a hand in figuring it out, th
Algebra ->
Logarithm Solvers, Trainers and Word Problems
-> SOLUTION: I'm having trouble on the question: For what values of X; 2/x > 2/x^2? I don't honestly understand what its asking or how to do it lol. I'd appreciate a hand in figuring it out, th
Log On
Question 479159: I'm having trouble on the question: For what values of X; 2/x > 2/x^2? I don't honestly understand what its asking or how to do it lol. I'd appreciate a hand in figuring it out, thanks! Answer by cleomenius(959) (Show Source):
You can put this solution on YOUR website! Probably the best way to approach this problem would be with a chart.
Value || 2/x ...|| 2/x^2
----------------------------
-2..... || -1........|| 1/2
-1......|| -2........|| 2
0.......|| undefined.||undefined
1.......|| 2.........|| 2
2.......|| 1.........|| 1/2
3.......|| 2/3.......|| 1/8
plug in the values of x into your equation, you can see when x is > 1 the equation result is true.
Cleomenius.
