Algebra Lesson 2-6 Transforming Linear Functions Day 1 of 1.

Slides:

Advertisements

Similar presentations

ELD 2 Spring Be in your seat ready to begin when the bell rings 11:42, 1:12, 2:12.

Advertisements

BELLWORK Give the coordinates of each transformation of (2, –3).

Are You Ready For Class? You need: 1. Your folder and spiral notebook 2. Your DO NOW sheet 3. A writing utensil 4. A calculator.

Today’s Lesson: What: transformations (reflections)... Why: To perform reflections of figures on the coordinate plane. What: transformations (reflections)...

Objective Transform polynomial functions..

Lesson 5-8 Graphing Absolute Value Functions

CN College Algebra Ch. 2 Functions and Their Graphs 2.5: Graphing Techniques: Transformations Goals: Graph functions using horizontal and vertical shifts.

Table of Contents Functions: Transformations of Graphs Vertical Translation: The graph of f(x) + k appears.

In Lesson 1-8, you learned to transform functions by transforming each point. Transformations can also be expressed by using function notation.

Reflections. What will we accomplish in today’s lesson? Given a pre-image and its reflected image, determine the line of reflection. Given a pre-image.

Graphical Transformations!!! Sec. 1.5a is amazing!!!

Section 3.2 Notes Writing the equation of a function given the transformations to a parent function.

Relations and Functions Linear Equations Vocabulary: Relation Domain Range Function Function Notation Evaluating Functions No fractions! No decimals!

I can graph and transform absolute-value functions.

6-8 Transforming Polynomial Functions Warm Up Lesson Presentation

What does she want us to learn ?

Mr. Markwalter.  I have noticed that some people are really only choosing to study seriously when a test comes close.  We are going to start quizzes.

Transformations of Functions Students will be able to draw graphs of functions after a transformation.

Properties of Reflections. Warm up Triangle ABC has vertices A(1, 1), B(3, 1), and C(2, 4). Describe how each reflection changes the coordinates of the.

Unit 5 – Linear Functions

Section 2.7 Parent Functions and Transformations

4 minutes Warm-Up Identify each transformation of the parent function f(x) = x2. 1) f(x) = x ) f(x) = (x + 5)2 3) f(x) = 5x2 4) f(x) = -5x2 5)

6-8 Graphing Radical Functions

Chapter 1 - Foundations for Functions

An absolute-value function is a function whose rule contains an absolute-value expression. The graph of the parent absolute-value function f(x) = |x| has.

3-8 transforming polynomial functions

2.7 Graphing Absolute Value Functions The absolute value function always makes a ‘V’ shape graph.

Advanced Algebra II Notes 4.5 Reflections and the Square Root Family

Algebra Lesson 1-3 Square Roots. Warm Up Round to the nearest tenth Find each square root Write each fraction in simplest form.

Algebraic Representations of Transformations Day 2

4.3 Reflecting Graphs; Symmetry

Families of Functions Objective: I can understand transformations of functions. Write in your notebook ONLY what you see in the yellow boxes [except for.

Absolute–Value Functions

Graph and transform absolute-value functions.

To remember the difference between vertical and horizontal translations, think: “Add to y, go high.” “Add to x, go left.” Helpful Hint.

Give the coordinates of each transformation of (2, –3). 1. horizontal translation of 5 2. vertical translation of – 1 3. reflection across the x-axis 4.

The absolute-value parent function is composed of two linear pieces, one with a slope of –1 and one with a slope of 1. In Lesson 2-6, you transformed linear.

Today in Precalculus Need a calculator Go over homework Notes: Rigid Graphical Transformations Homework.

9-2 Reflections Objective: To find reflection images of figures.

Objective: I can understand transformations of functions.

Warm Up Give the coordinates of each transformation of (2, –3). 4. reflection across the y-axis (–2, –3) 5. f(x) = 3(x + 5) – 1 6. f(x) = x 2 + 4x Evaluate.

Review of Transformations and Graphing Absolute Value

1. g(x) = -x g(x) = x 2 – 2 3. g(x)= 2 – 0.2x 4. g(x) = 2|x| – 2 5. g(x) = 2.2(x+ 2) 2 Algebra II 1.

Math 1330 Section 1.3 Section 1.3 Transformations of Graphs In College Algebra, you should have learned to transform nine basic functions. Here are the.

Section 9.3 Day 1 Transformations of Quadratic Functions

Section 1.4 Transformations and Operations on Functions.

Geometry Lesson 2-5 Postulates and Paragraph Proofs Day 1.5 of 1.5.

2.6 Families of Functions Sets of functions, called families, in what each function is a transformation of a special function called the parent. Linear.

HPC 2.5 – Graphing Techniques: Transformations Learning Targets: -Graph functions using horizontal and vertical shifts -Graph functions using reflections.

1. 2 Translations Stretches Reflections Combinations 1. Function Transformations Horizontal Vertical x-axis y-axis y = x Inverse Relations FRSTFRST 3.

Are You Ready For Class? You need: 1. Your folder and spiral notebook 2. Your DO NOW/Exit Slip Sheet 3. A writing utensil 4. A calculator.

Warm Up. True or False? 1.A reflection preserves angle measure. 2.A reflection preserves segment length. 3.A reflection preserves orientation. False True.

Pre-Cal Chapter 1 Functions and Graphs Section 1.5 Graphical Transformations.

Section 2.5 Transformations Copyright ©2013, 2009, 2006, 2001 Pearson Education, Inc.

Warm-Up Evaluate each expression for x = -2. 1) (x – 6) 2 4 minutes 2) x ) 7x 2 4) (7x) 2 5) -x 2 6) (-x) 2 7) -3x ) -(3x – 1) 2.

5-3 Using Transformations to Graph Quadratic Functions.

Transforming Linear Functions

College Algebra Chapter 2 Functions and Graphs Section 2.6 Transformations of Graphs.

Factors, Roots, Zeros For a Polynomial Function: The Factors are:(x + 5) and (x - 3) The Zeros are -5 and 3 The x-intercepts are at: -5 or 3 The Roots/Solutions.

Transforming Linear Functions

13 Algebra 1 NOTES Unit 13.

Using Transformations to Graph Quadratic Functions 5-1

Absolute Value Functions

Welcome Back! Grab a blue, pink, and white WS & white packet  Find your new seat on the clipboard.

Lesson 4-10 Transforming Linear Function

Transforming Linear Functions

Section 6.6 Day 1 Solving Systems of Inequalities

We will being promptly at 7 pm!!

15 – Transformations of Functions Calculator Required

Warm up honors algebra 2 3/1/19

Presentation transcript:

Algebra Lesson 2-6 Transforming Linear Functions Day 1 of 1

Bell Work Give the coordinates for each transformation of (2,-3)  Horizontal translation of 5  Vertical translation of -1  Reflection across the x-axis  Reflection across the y-axis Evaluate f(-2) and f(1.5)  f(x) = 3(x + 5)  f(x) = x 2 + 4x

Algebra Lesson 2-6 Transforming Linear Functions Day 1 of 1

Bring to Class Textbook 3-Ring Notebook Calculator Paper Pencils and eraser Eagerness and Curiosity

Common Courtesies Please… – Come in, get settled, and get ready – If you are late, enter inconspicuously – Don’t be the kid your fellow students wish is absent Enjoy, Participate, Contribute, Learn

I WILL BE ABLE TO: 1) TRANSFORM LINEAR FUNCTIONS; 2) SOLVE PROBLEMS INVOLVING LINEAR TRANSFORMATIONS. Today’s Learning Target:

Exit Ticket

Math Humor Teacher: Why are all your transformations in French?

Math Humor Teacher: Why are all your transformations in French? Student: They’re translations.

I Do

We Do

You Do

I WILL BE ABLE TO: 1) TRANSFORM LINEAR FUNCTIONS; 2) SOLVE PROBLEMS INVOLVING LINEAR TRANSFORMATIONS. Today’s Learning Target:

Exit Ticket

I Do & We Do

You Do

I Do

You Do

I WILL BE ABLE TO: 1) TRANSFORM LINEAR FUNCTIONS; 2) SOLVE PROBLEMS INVOLVING LINEAR TRANSFORMATIONS. Today’s Learning Target:

Exit Ticket

I Do & We Do

You Do

I Do & We Do

You Do

I WILL BE ABLE TO: 1) TRANSFORM LINEAR FUNCTIONS; 2) SOLVE PROBLEMS INVOLVING LINEAR TRANSFORMATIONS. Today’s Learning Target:

Exit Ticket

I Do

We Do

You Do

I WILL BE ABLE TO: 1) TRANSFORM LINEAR FUNCTIONS; 2) SOLVE PROBLEMS INVOLVING LINEAR TRANSFORMATIONS. Today’s Learning Target:

Exit Ticket What can I do to help you master this class?