1 6.6 Analyzing Graphs of Quadratic Functions. Graphing the parabola y = f (x) = ax 2 Consider the equation y = x 2 0 1 4 1 (–1, 1)(0, 0)(1, 1)(2, 4)
SECTION 2.4 THE GRAPH OF A QUADRATIC FUNCTION THE GRAPH OF A QUADRATIC FUNCTION.
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002-MS Nitrogen Filling , Cyrogenic Vaporizer.pdf
Section 8.6 Quadratic Functions & Graphs Graphing Parabolas f(x)=ax 2 f(x)=ax 2 +k f(x)=a(x–h) 2 f(x)=a(x–h) 2 +k Finding the Vertex and Axis of Symmetry.
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Today in Precalculus Go over homework Notes: Parabolas with vertex other than (0,0) Homework.
Lesson 4.4. In the previous lesson, you looked at translations of the graphs of linear functions. Translations can occur in other settings as well.
Unit 4: Functions, Relations, and Transformations.
Polynomial Functions: Graphs, Applications, and Models
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