'2 term' diaporamas de présentation

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$200

Solve It!. More Translations. Substitutions. Pythagorean Theorem. Like Terms. $100. $100. $100. $100. $100. $200. $200. $200. $200. $200. $300. $300. $300. $300. $300. $400. $400. $400. $400. $400. $500. $500. $500. $500. $500. final. FINAL JEOPARDY.

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Introduction

Skip Intro. Introduction. A Closer Look at Graphing Translations Definition of a Circle Definition of Radius Definition of a Unit Circle Deriving the Equation of a Circle. The Distance Formula Moving The Center Completing the Square It is a Circle if? Conic Movie Conic Collage.

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Warm Up

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7-4

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Warm Up

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COMPASS Algebra Practice Test 5

COMPASS Algebra Practice Test 5. This practice test is 10 items long. Record your responses on a sheet of paper. The correct answers are on the slide after the last question. Complete solutions follow the answer slide. Click the mouse or use the spacebar to advance to the next question.

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COMPASS Algebra Practice Test 5

COMPASS Algebra Practice Test 5. This practice test is 10 items long. Record your responses on a sheet of paper. The correct answers are on the slide after the last question. Complete solutions follow the answer slide. Click the mouse or use the spacebar to advance to the next question.

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Introduction to Analysis of Algorithms

Introduction to Analysis of Algorithms. Objectives. To introduce the concept of analysing algorithms with respect to the time taken to have them executed Purpose: To see if an algorithm is practical To compare different algorithms for solving a problem. 1- 2.

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Quadratic Functions and Models

Quadratic Functions and Models. Section 3.1. Objectives. Learn basic concepts about quadratic functions and their graphs Apply the vertex formula Sketch a quadratic function Solve applications and model data Use quadratic regression to model data. Basics.

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Introduction to Analysis of Algorithms

Introduction to Analysis of Algorithms. Objectives. To introduce the concept of analysing algorithms with respect to the time taken to have them executed Purpose: To see if an algorithm is practical To compare different algorithms for solving a problem. 1- 2.

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Form the quadratic equation, whose roots are ? 3 and 4.

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COMPASS Practice Test 14

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EXAMPLE 1

100. x 2. 4 x 2. 25 x 2. 100. 25. 100. 100. =. +. y 2 4. +. = 1. EXAMPLE 1. Graph an equation of an ellipse. Graph the equation 4 x 2 + 25 y 2 = 100 . Identify the vertices, co-vertices, and foci of the ellipse. SOLUTION. STEP 1.

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EXAMPLE 1

100. x 2. 4 x 2. 25 x 2. 100. 25. 100. 100. =. +. y 2 4. +. = 1. EXAMPLE 1. Graph an equation of an ellipse. Graph the equation 4 x 2 + 25 y 2 = 100 . Identify the vertices, co-vertices, and foci of the ellipse. SOLUTION. STEP 1.

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Determining the Function from a Quadratic Sequence Algebraically!

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B2/B3: Adv. Alg. II

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10.7 Solving Quadratic Systems

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Quadratic Sequences

Quadratic Sequences Write the first five terms for the following sequences according to its nth term 1) n 2 2) n 2 + 1 3) n 2 + n 4) 2n 2 5) 2n 2 + 4 6) 2n 2 + 3n 7) 2n 2 + 2n + 5. T1 T2 T3 T4 T5. 1 4 9 16 25. 2 5 10 17 26. 3 6 12 20 30. 2 8 18 32 50. 6 12 22 36 54.

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