'Parabola' diaporamas de présentation

Teachers of Struggling Students

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Get a clicker please

Get a clicker please. Semester Exam Review. Please make your selection. The study of matter and the changes in matter best describes the science of Biology Physics Microbiology Chemistry. Please make your selection. Chemistry is a biological science. a physical science.

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Lecture 5: Curves And Surfaces, and Geometric Modeling

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Agility to Innovate, Strength to Deliver

Ball Aerospace & Technologies Corp.

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Intro to Conics

Intro to Conics

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Quadratic Functions

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Parabolas

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Interpreting Java Program Runtimes

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Medical Care Cost vs. Average Income

Medical Care Cost vs. Average Income . By: Larissa Ho . Data Table. (2012). Health Care Costs: A Primer. In Kaiser Family Foundation. Retrieved from http://www.kff.org . (2012). National Average Way Index Social Security . Retrieved from http://www.ssa.gov. Graph. A Piecewise function.

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Our Parabola & Polynomial Goals -- February

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Parabola Word Problem

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9.2 Graph and Write Equations of Parabolas

9.2 Graph and Write Equations of Parabolas. Content Objectives: Students will be able to graph and write equations of parabolas that open to the left and the right. Language Objectives: Students will translate equations into graphs and graphs into equations after taking notes and pair share.

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Golf Range Gizmo

Golf Range Gizmo. Section 5. What Do You Think Now?. Angle? Height? Speed?. For a ball thrown straight up: Accel on way up : - 10 m/s/s Speed at top : 0 m/s Accel on way dn : + 10 m/s/s. F. None of Choices. Which diagram (if any) might represent ...

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Our Parabola & Polynomial Goals -- February

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Do Now

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10.2 Parabolas

10.2 Parabolas. 10.2 Parabolas. A parabola is the set of all points (x,y) that are equidistant from a fixed line (directrix) and a fixed point (focus) not on the line. Focus (h, k + p). Vertex (h,k). Directrix y = k - p. Standard Equation of a Parabola.

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Curves and Volume

Curves and Volume. Pierre de Fermat (1601-1665) . Was a French Lawyer at the Parliament of Toulouse, France. Armature Mathematician credited for early developments that lead to infinitesimal calculus.

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10.2 Parabolas Notes A

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