'Greatest integer' presentation slideshows

Chapter 1

Chapter 1. Preliminaries. 1.3. Functions and Their Graphs. Function. y = f ( x ) f represents function (a rule that tell us how to calculate the value of y from the variable x x : independent variable (input of f )

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Chapter 1

Chapter 1. Preliminaries. 1.3. Functions and Their Graphs. Function. y = f ( x ) f represents function (a rule that tell us how to calculate the value of y from the variable x x : independent variable (input of f )

1.2k views • 101 slides

Chapter 2 Functions , Special Functions, and Translations

Chapter 2 Functions , Special Functions, and Translations. Unit Essential Questions : How do step functions apply to postage rates? How do you use transformations to help graph absolute value functions? How can you model data with linear equations?.

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Section 3.3 Piece Functions

Section 3.3 Piece Functions. Objectives: 1. To define and evaluate piece functions. 2. To graph piece functions and determine their domains and ranges. 3. To introduce continuity of a function. Definition.

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Linear Functions and Models

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CONTENT

CONTENT. 1.ORDERED PAIRS 2.CARTESIAN PRODUCT OF SETS 3.RELATIONS 4.FUNCTIONS 5.ILLUSTRATIONS 6.REAL FUNCTIONS AND THEIR GRAPHS. Ordered Pair. A pair of objects listed in a specific order is called ordered pair.

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Math 2: Unit 5B Day 3

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FUNCTIONS

FUNCTIONS. GRAPHS OF FUNCTIONS; PIECEWISE DEFINED FUNCTIONS; ABSOLUTE VALUE FUNCTION; GREATEST INTEGER FUNCTION. sketch the graph of a function; determine the domain and range of a function from its graph; and identify whether a relation is a function or

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Proof By Contradiction

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1.5 Increasing/Decreasing; Max/min Tues Sept 16

1.5 Increasing/Decreasing; Max/min Tues Sept 16. Do Now Graph f(x) = x^2 - 9. HW Review: p.87 #43-51, 55-61. 43) (-infinity, infinity) 45) (-infinity, 0) U (0, infinity) 47) (-infinity, 2) U (2, infinity) 49) (-infinity, -1) U (-1, 5) U (5, infinity) 51) (-infinity, 8]

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6.3 Factoring Polynomials

6.3 Factoring Polynomials. There are three common ways of factoring: factoring by the greatest common monomial factor factoring following a pattern factoring by grouping or the box method. Greatest Common Monomial Factor. GCF.

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1.6 Step and Piecewise Functions

1.6 Step and Piecewise Functions. Objective. To identify and graph step and piecewise-defined functions. Step Functions. Functions whose graphs resemble set of stairsteps are known as step functions. The most famous of the step functions is the greatest integer function.

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Piecewise Functions 2.7

Piecewise Functions 2.7. What is a piecewise function? How are they evaluated, graphed, written, and used? What is a step function? What is a greatest integer function?. Piecewise Function Definition.

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Activity 24:

Activity 24:. Graphs of Functions (Section 3.2, pp. 224-232). Graphing Functions:. If f is a function with domain A, then the graph of f is the set of ordered pairs

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2.3 Analyzing Graphs of Functions

2.3 Analyzing Graphs of Functions. Graph of a Function set of ordered pairs. Look at the graph of p. 201. Find domain range f(-1) f(2). Vertical Line Test. If a vertical line intersects the graph more than once, the graph is not a function. Zeros of a Function: x values when .

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Do Now

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3.9

3.9. Step Functions. Introduction.

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1.7 Absolute Value, Greatest Integer, & Piecewise Functions

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Greatest Integer/Absolute Value Functions

Greatest Integer/Absolute Value Functions. Students will be able to find greatest integers and absolute values and graph the both functions. Greatest Integer.

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The power point presentation is powered by AVTE (Leader in CBSE Coaching)

The power point presentation is powered by AVTE (Leader in CBSE Coaching) Issued in the Students Academic Interest.

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