'Quadratic' presentation slideshows

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Using the Zero-Product Property to Solve a Quadratic

Using the Zero-Product Property to Solve a Quadratic

Using the Zero-Product Property to Solve a Quadratic. x–Intercepts, Solutions, Roots, and Zeros in Quadratics. x-intercept(s): Where the graph of y=ax 2 +bx+c crosses the x-axis . The value(s) for x that makes a quadratic equal 0 .

By romaine
(137 views)

KEY CONTENT: F-IF.C.7c:

KEY CONTENT: F-IF.C.7c:

Graphing multiple forms of quadratic functions unit 3 day 2. KEY CONTENT: F-IF.C.7c:

By lee
(169 views)

Chapter 2 Functions and Graphs

Chapter 2 Functions and Graphs

Chapter 2 Functions and Graphs. Section 3 Quadratic Functions. Quadratic Functions. If a , b , c are real numbers with a not equal to zero, then the function is a quadratic function and its graph is a parabola. Vertex Form of the Quadratic Function.

By asa
(339 views)

Exploring Quadratic Graphs

Exploring Quadratic Graphs

Exploring Quadratic Graphs. Lesson 10-1. Additional Examples. Identify the vertex of each graph. Tell whether the vertex is a minimum or a maximum. a. b. The vertex is (1, 2). The vertex is (2, – 4). It is a maximum. It is a minimum. 1 3. x y = x 2 ( x, y ). 1 3.

By lore
(152 views)

Vertex and Intercept Form of Quadratic Function

Vertex and Intercept Form of Quadratic Function

Vertex and Intercept Form of Quadratic Function. Standard: MM2A3c Students will Investigate and explain characteristics of quadratic functions, including domain, range, vertex, axis of symmetry, zeros, intercepts, extrema , intervals of increase, and decrease, and rates of change .

By landon
(349 views)

Quadratics in High School

Quadratics in High School

Quadratics in High School. Kristen Boudreaux, Hahnville High School, Boutte , LA Ann Davidian , General Douglas MacArthur HS, Levittown, NY.

By waldemar
(356 views)

Properties of Quadratics

Properties of Quadratics

Properties of Quadratics. Sec. 12.3. Objectives. I can identify direction of a parabola via equation or graph. I can find the absolute minimum or maximum of a quadratic function. I can find the vertex and axis of symmetry of a quadratic function.

By kasen
(139 views)

Identify Linear, Quadratic, and Exponential Functions

Identify Linear, Quadratic, and Exponential Functions

Identify Linear, Quadratic, and Exponential Functions. N 0806.3.10 Distinguish quadratic and exponential functions as nonlinear using a graph and/or a table of values.

By chakra
(395 views)

Sec 8: Solving Quadratic Equations with the Quadratic Formula

Sec 8: Solving Quadratic Equations with the Quadratic Formula

Sec 8: Solving Quadratic Equations with the Quadratic Formula. Learning Target: Students will solve quadratic equations using the quadratic formula in mathematical and real-world situations and use the determinant to determine how many solutions there will be>. Homework: HomeRun worksheet.

By noleta
(243 views)

Do Now

Do Now

Do Now. Factor: Solve:. Unit 5: Polynomials. Day 10 : Solving Polynomials. Homework. Need Help? Textbook: Section 6.4: Solving Polynomial Equations Homework: Solving Worksheet. Objective. To solve polynomial equations using any method. Factoring v. Solving.

By qabil
(166 views)

Table of Contents

Table of Contents

Table of Contents. Key Terms. Identify Quadratic Functions. Explain Characteristics of Quadratic Functions. Graphing Quadratic Functions. Transforming Quadratic Functions. Solve Quadratic Equations by Graphing. Solve Quadratic Equations by Factoring.

By ama
(201 views)

4.3 Graph Quadratic Functions in Vertex or Intercept Forms

4.3 Graph Quadratic Functions in Vertex or Intercept Forms

4.3 Graph Quadratic Functions in Vertex or Intercept Forms. Standard Form of a Quadratic. ax 2 + bx + c = 0. Find the axis of symmetry, state the vertex, and how it is concaved. -3x – x 2 + 4 = 8. AOS = x = -1.5 Vertex = (-1.5, -1.75) Concaved Down. Review: Graph of Vertex Form.

By mariel
(290 views)

SPEED RACER!

SPEED RACER!

SPEED RACER!. -Learn and Apply Functions in a Real Setting -Recognizing the STEM in mathematics -Supporting Common Core & Mathematical Practices. Ellen Falk High School Mathematics Teacher . North Salem Middle High School Teaching and Learning since 1985

By van
(88 views)

Supplement: Curve Fitting aka . . . Choosing the appropriate model to fit the data

Supplement: Curve Fitting aka . . . Choosing the appropriate model to fit the data

Supplement: Curve Fitting aka . . . Choosing the appropriate model to fit the data. Cubic. Linear. Quartic. Quadratic. Linear family Domain : ℝ Range: ℝ One y-intercept Positive or negative slope. Quadratic Family Domain : ℝ Range: depends on vertex

By zavad
(176 views)

Quadratic Parent Function

Quadratic Parent Function

Quadratic Parent Function . By: Bailey Tran. The Quadratic Parent Function is. 2. y=x The quadratic is an equation containing one or more terms in which the variable is raised to the power of two. This. This is. This is what. This is what a. This is what a Quadratic . ?.

By fritz
(140 views)

Basic Principles

Basic Principles

Introduction to NMMB Dynamics: How it differs from WRF-NMM Dynamics Zavisa Janjic NOAA/NWS/NCEP/EMC , College Park, MD . Basic Principles. Forecast accuracy Fully compressible equations

By molimo
(171 views)

Making Equations Using the Three Forms of the Quadratic

Making Equations Using the Three Forms of the Quadratic

Making Equations Using the Three Forms of the Quadratic. By: Camesha Anglin PAP Algebra II 2a. This is the Given Graph…. The three types of equations are: Factored form -F(x)=a(x-r 1 )(x-r 2 ) Vertex form -V(x)=a(x-h) 2 Standard form -S(x)=ax 2 + bx+c. How to find factored form.

By rashad
(106 views)

Section 2-3: Graphing Polynomial Functions

Section 2-3: Graphing Polynomial Functions

Section 2-3: Graphing Polynomial Functions. Pre-Calculus Day 1. Objectives. Determine what are polynomial function. Understand End Behavior and how to predict it. Sketch graph of factored function. Sketch graph of non-factored polynomial.

By nitsa
(109 views)

Intermediate Algebra Chapter 11

Intermediate Algebra Chapter 11

Intermediate Algebra Chapter 11. Quadratic Equations. Willa Cather –U.S. novelist.

By kirby
(119 views)

Preliminaries

Preliminaries

Preliminaries. Advantages Hash tables can insert(), remove(), and find() with complexity close to O(1). Relatively easy to program Disadvantages There is no convenient way to traverse a hash table. At least double the memory is required.

By rossa
(94 views)

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