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This agenda covers key concepts in Section 9.2 on parabolas, including the vertex, axis of symmetry, focus, and directrix. Students are reminded about resources available on mrwaddell.net and the importance of practicing graphing parabolas. For hands-on understanding, problems will involve finding the value of "p" and determining the direction in which the parabola opens. Assignments will reinforce these concepts, ensuring students can graph and label parabolas accurately based on their vertex and focus. Practice problems from last class will be reviewed.
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Agenda • Don't forget about resources on mrwaddell.net • Section 9.2: Parabolas again! • Vertex • Axis of symmetry • Directrix • Up, down, left and right
Vocabulary A function with a SINGLE “squared” term • Parabola • Focus • Directrix • Vertex • Axis of symmetry Axis of Symmetry Focus Distances are the same! Vertex Directrix
Practice – Graph & label the Focus, Directorix and axis of symmetry The problem Solve for x = Find the value for “p” Therefore “p” = 2
Now Graph it. • “p” is 2, and what direction does it open? It is an “x =“ so it opens left or right. Why? Vertex = (0,0) Focus = (2,0) Directrixis x = -2 Graph the parabola in between!
Practice – Graph & label the Focus, Directorix and axis of symmetry The problem Solve for y= Find the value for “p” Therefore “p” = 6
Now Graph it. • “p” is 6, and what direction does it open? It is an “y =“ so it opens up or down Why? Vertex = (0,0) Focus = (0,6) Directrixis y = -6 Graph the parabola in between!
Assignment • Section 9.2: 10 - 21