'Conic section' diaporamas de présentation

Introduction to Conic Sections

Introduction to Conic Sections. A conic section is a curve formed by the intersection of _________________________. a plane and a double cone. (h , k). r. Circles. The set of all points that are the same distance from the center. Standard Equation:. With CENTER: (h, k)

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ESSENTIAL CALCULUS CH09 Parametric equations and polar coordinates

ESSENTIAL CALCULUS CH09 Parametric equations and polar coordinates. In this Chapter:. 9.1 Parametric Curves 9.2 Calculus with Parametric Curves 9.3 Polar Coordinates 9.4 Areas and Lengths in Polar Coordinates 9.5 Conic Sections in Polar Coordinates Review .

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An Introduction to Conics

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Hyberbola

Hyberbola. Conic Sections. The plane can intersect two nappes of the cone resulting in a hyperbola . Hyperbola. Hyperbola - Definition. A hyperbola is the set of all points in a plane such that the difference in the distances from two points (foci) is constant.

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Principal : Toshiko Maurizio Assistant Principal: Scott Harrington School Phone 503-672-3600

Meadow Park Middle School. MYP Candidate School. Course Materials for Meadow Park Summa 2013-2014 School Year . Principal : Toshiko Maurizio Assistant Principal: Scott Harrington School Phone 503-672-3600 Homework Hotline 503-259-6182 Attendance Line 503-259-6181

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Prove that x 2 =4py Hint the definition of a parabola is the set of all points equidistance from the focus to the direct

(0,p). (x,y). (0,0). (x,-p). Prove that x 2 =4py Hint the definition of a parabola is the set of all points equidistance from the focus to the directrix. What shape is described by the set of all points equidistant from a point?.

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Focus on Jesus I

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Conic Sections

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9.7 Conic Sections

9.7 Conic Sections. Algebra 2 Mrs. Spitz Spring 2007. Objectives. Write the equation of a conic section in standard form, and Identify a conic section from its equation. Assignment. Pg. 429 #4-27 all. Graphically speaking.

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Parabolic Paranoia

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Proving Similarity via Transformations

Proving Similarity via Transformations. Dilation is a Non-Rigid Transformation that preserves angle, but involves a scaling factor that affects the distance, which results in images that are similar to the original shape. G-SRT Cluster Headings dealing with Similarity:

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Conic Sections in Polar Coordinates

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Kepler

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Conic Sections

Conic Sections. An Introduction. Conic Sections - Introduction. A conic is a shape generated by intersecting two lines at a point and rotating one line around the other while keeping the angle between the lines constant. Conic Sections - Introduction.

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Katia Tellez P. 2 Precalculus 1A Mr. Caballero Fall Semester

PARABOLAS. Katia Tellez P. 2 Precalculus 1A Mr. Caballero Fall Semester. A little History of Parabola. The conic section were discover by a man name Menaechmus during the fourth century B.C. He found out how to solve a problem by doubling a cube using the parabolas.

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Parabola Conversions (the last and final conic section, SADNESS!!!! Control your tears please.)

Parabola Conversions (the last and final conic section, SADNESS!!!! Control your tears please.). What is the directrix and the foci? How do I convert to standard form in order to graph the parabola?. Parabolas outside!. Definition of a Parabola.

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Conic Sections

Conic Sections. Topic 7.6. Definitions. Conic Section: Any figure that can be formed by slicing a double cone with a plane. Parabola. Circle. Ellipse. Hyperbola. Click here to see an animated version. Equation of a Conic Section. Which Conic is it Anyway?.

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Kepler

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