5_2 - 5.2 Translating Parabolas 5.2 TRANSLATING PARABOLAS...

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5.2 Translating Parabolas Algebra 2 18 5.2 TRANSLATING PARABOLAS Learning Targets 1. Recognize and graph quadratic functions of the form   2 y ax h k  2. Solve a quadratic equation of the form   2 0 ax h k   3. Write the equation of a quadratic function of the form   2 k when given a point on the graph. Example 1 : Try graphing the following parabolas on your calculator. Describe how each is different than y = x 2 a)   2 13 yx   b)   2  c)   2   d)   2  If a quadratic equation is in the form   2 k The vertex is at _________. (The vertex is the highest … or lowest … point of the parabola) If _________ , then the parabola opens UP. If _________, then the parabola opens DOWN.
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This note was uploaded on 04/11/2011 for the course MATH 1100 taught by Professor Staff during the Spring '08 term at North Texas.

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5_2 - 5.2 Translating Parabolas 5.2 TRANSLATING PARABOLAS...

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