Ex:
- y^2< x+4
- 3x-4y >12
- x^2+y^2 >16
Terms:
- solution- an ordered pair that makes the statement true
- solve- find all real solutions
- graph- all the points (x,y) on the xy plane
- equivalent- the same solution
- test point- random point to see where there is a solution
Guidelines for Sketching Graph of Inequality in x and y
- replace inequality sign with equal sign
- graph the resulting equation
- use dashes if < or >... otherwise use normal line
- use test point to see where to solutions
- shade solutions
- if more than one inequality, use 1-5 for all... all shaded area is the final solution (works in all equations)
The whole chapter is pretty much that easy
For a blob of pictures http://tutorpartner.blogspot.com/2011/01/systems-of-linear-inequalities-and.html
and just an overall better study guide http://www.purplemath.com/modules/ineqgrph.htm
-Pete
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