SOLUTION: Solve each system of inequalities by graphing [] means absloute value.also can you tell me what the > is it dotted of not?? y>1 y[x]+1 2x-3<9 x+y>-2

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Question 178149: Solve each system of inequalities by graphing
[] means absloute value.also can you tell me what the > is it dotted of not??

y>1
y[x]+1


2x-3<9
x+y>-2




Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
Solve each system of inequalities by graphing
[] means absloute value.also can you tell me what the > is it dotted of not??
---------
If there is no equality sign the boundary is dotted.
If there is an equality sign the boundary is a solid line or curve.
If there is an inequality there is an area that is shaded or hatched.
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y>1
Draw a dotted horizontal line at z = 1
Shade the halfplane ABOVE because you want "greater than".
---------------
y=[x]+1
Draw a solid v-shape opening up with vertex at (0,1)
------------
The system solution is the intersection of the two graphs

---------------
2x-3<9
Draw the dotted line x = 6
Shade the halfplane to the LEFT of the line because you want "less than"
---
x+y>-2
Draw the dotted line y = -x-2
Shade the halfplane ABOVE the line because you want "greater than"
==============
The system solution is the intersection of the two graphs.

Note: This site cannot graph x = 6 because it is not a function.
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Cheers,
Stan H.

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