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QUADRATICS
MAKE SENSE
Quadratic Relations
and Transformations
Graphing
Mapping Notation
Before you can accurately graph any quadratic relation, you need to know the "key points."
y=x^2 is the simplest parabola.


The mapping formula is how to go from the graph y=x^2 to y=a(x-h)^2+k
(x,y) (x+h, ay+k)
Steps to Graph:
1. Write the mapping formula
2. Write the table of values for y=x^2
3. Determine the key points of the new graph
4. Sketch the basic function y=x^2
5. Sketch the new graph
y=2(x+3)^2-7
(x,y) (x-3, 2y-7)



Step Pattern
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