'Graphing parabolas' presentation slideshows

Chapter 13

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GRAPHING PARABOLAS This presentation is modified from a HyperStudio presentation.

GRAPHING PARABOLAS This presentation is modified from a HyperStudio presentation. Annette Williams MTSU. Another form of the equation for a parabola is :. In this form, ( h , k ) is the vertex of the parabola. For example, in the equation

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Objective: The learner will..,

10.4 Solving Quadratic Equations . Objective: The learner will..,. NCSCOS. Solve quadratic equations by factoring, completing the square finding the vertex, AOS, and zeros. Find the two ordered pairs for the intersection of the parabola and the linear equation. 1.01, 4.02.

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5.2 Properties of Parabolas

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Warmup Alg 2 17 & 18 Apr 2012

Warmup Alg 2 17 & 18 Apr 2012. Agenda. Don't forget about resources on mrwaddell.net Section 9.2: Parabolas again! Vertex Axis of symmetry Directrix Up, down, left and right. Go over assignment from last class period. Section 9.2: Graphing Parabolas. Vocabulary.

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Warm-up

Warm-up. Warm-up-- Answers. 4.1-4.2 Graphing Parabolas. Objective: Students will graph using the vertex, axis of symmetry & y-intercept. The graph of a quadratic function , y = a x 2 + b x + c, is a parabola . (U-shaped curve) Key parts. x = -1. axis of symmetry : x=-1

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10.1 Graphing Parabolas

10.1 Graphing Parabolas. Objectives: Discover how adding a constant to the parent function y = x 2 affects the graph of the function. Use the zeros of a quadratic function to find the vertex of the graph of the function. Standards Addressed: 2.8.11.E. Use equations to represent curves.

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10.2 Parabolas Notes A

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