SOLUTION: Graph on a plane.
2x+3y<=6
I am confused by this one as well, would I change the inequality to just an equal sign then change it into the y=mx+b formula?
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Question 174022: Graph on a plane.
2x+3y<=6
I am confused by this one as well, would I change the inequality to just an equal sign then change it into the y=mx+b formula?
Found 2 solutions by Mathtut, solver91311:
Answer by Mathtut(3670) (Show Source): You can put this solution on YOUR website!
you can graph this no matter what form its in. Just start plotting x and y values.
if x =1 then y= ...2(1)+3y=6... 3y=4...so y=4/3 do this for several value of x
remember when graphing to include the inequality.
once you have a graph try a couple of points on either side to see if they meet the criteria of the inequality . Then you will know what to color in for your answer. you should end up with everthing colored in below the line.
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
Step 1: Change the inequality sign to an equal sign and graph the resulting line by whatever method you like. Since the inequality sign includes equals (≤), graph the line as a solid line. (otherwise, you would graph it as a dashed line.)
Step 2: Pick a point that is NOT on the line. Any time you have a line that does NOT pass through the origin, pick (0,0) as your point.
Step 3: Substitute the coordinate values from the point you selected into the original inequality.
If the result is a TRUE statement, shade in the half-plane on the side of the line that CONTAINS the selected point.
If the result is a FALSE statement, shade in the half-plane on the side of the line that does NOT CONTAIN the selected point.
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