'Quadratic function' presentation slideshows

Warm Up

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Quadratic Functions, Quadratic Expressions, Quadratic Equations

Quadratic Functions, Quadratic Expressions, Quadratic Equations. Definition: A quadratic function is a function of the form where a, b, c are real numbers and a ? 0. The expression on the right-hand-side is call a quadratic expression. Quadratic Expressions: Factored Form.

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SECTION 2.4

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7.3 Power Functions and Function Operations

7.3 Power Functions and Function Operations. Objectives/Assignment. Perform operations with functions including power functions Assignment: 13-51 odd. In chapter 6 you learned how to add, subtract, multiply, and divide polynomial functions. These operations can be defined for any function.

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Analysis of Algorithms

[ Section 4.1 ]. Analysis of Algorithms. Examples of functions important in CS: the constant function: f(n) =. [ Section 4.1 ]. Analysis of Algorithms. Examples of functions important in CS: the constant function: f(n) = c the logarithm function: f(n) = log b n. [ Section 4.1 ].

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Find the zeros, axis of symmetry, vertex and range of a quadratic function from its graph.

Objectives. Find the zeros, axis of symmetry, vertex and range of a quadratic function from its graph. Find the axis of symmetry and the vertex of a parabola given an equation. Vocabulary. zero of a function axis of symmetry. NOTES.

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Transformations of Functions

Transformations of Functions. Graphs of Common Functions. See Table 1.4, pg 184. Characteristics of Functions: Domain Range Intervals where its increasing, decreasing, or constant symmetry. y = f ( x ) + c. y = f ( x ). c. c. y = f ( x ). y = f ( x ) - c. Vertical Shifts.

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Introductory Algebra Glossary

Introductory Algebra Glossary. quadratic equation. A quadratic equation is an equation that can be written in the form ax 2 + bx + c = 0, where a, b, and c are real numbers, with a 0. discriminant. The quantity under the radical in the quadratic formula, b 2 - 4ac. complex number.

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Use quadratic functions to model data. Use quadratic models to analyze and predict.

Objectives. Use quadratic functions to model data. Use quadratic models to analyze and predict. Vocabulary. quadratic model quadratic regression.

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Fitting Exponentials and Polynomials to Data

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Taylor and MacLaurin Series

Taylor and MacLaurin Series. Lesson 9.7. Centered at c or expanded about c. Taylor & Maclaurin Polynomials. Consider a function f(x) that can be differentiated n times on some interval I Our goal: find a polynomial function M(x) which approximates f

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Graphing Quadratic Functions

Graphing Quadratic Functions. y = ax 2 + bx + c. Click the mouse button to advance the slide when you see this icon. All the slides in this presentation are timed. You do not need to click the mouse or press any keys on the keyboard for the presentation on each slide to continue.

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Investigating Graphs of Quadratic Functions

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OCF.02.6 - Reciprocals of Quadratic Functions

OCF.02.6 - Reciprocals of Quadratic Functions. MCR3U - Santowski. (A) Review of the Reciprocal Function. We have seen what the reciprocal function f(x) = 1/x looks like: Its domain is {x E R| x ? 0} Its range likewise is {y E R| y ?0}

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EXAMPLE 6

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Chapter 7-Section 2

Chapter 7-Section 2. System of Linear Equations in Three Variables. Systems in Three Variables. Elimination by Addition. Elimination by Addition (Cont). Elimination by Addition (Cont). Applications.

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Exploring Quadratic Graphs

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