Give the Graphic-solution of this inequality :

http://www.mathramz.com/xyz/latexren...c070e7fd48.png

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- July 1st 2009, 10:25 AMdhiabGraphic-solution
**Give the Graphic-solution of this inequality :**

http://www.mathramz.com/xyz/latexren...c070e7fd48.png - July 1st 2009, 01:05 PMred_dog

The solution is the region between the lines 2x-y-3=0 and 2x-y+3=0. - July 1st 2009, 06:37 PMProve It
- July 1st 2009, 11:29 PMdhiab
**Hello , Thank you, Here are the details**

http://www.mathramz.com/xyz/latexren...318c40e750.png - July 2nd 2009, 05:58 AMHallsofIvy
Just to give yet

**another**way:

Look at . . Taking the positive sign, . Taking the negative sign, . Those are the two parallel lines red dog gives. I notice that x= 0 gives y= 3 and y= -3 for the two lines so (0,0) is between the two lines. Also, so that point, between the two lines satisfies the inequality. That tells us that every point between the two lines satisfies the inequality, again, as red dog said.