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Schedule for Fall 97, 8:45 , Elementary Functions

MonthMonTueWedThuFri
August 25
Math Placement
Test
26



27
Introduction
1.1 What is a Function?
1.2 Function Notation:
Input and Output
28



29
1.3 Domain and Range
1.4 Working With Function Notation
September 1
Labor Day Recess


2



3
1.5 Several Types of Functions
4



5
1.6 Rates of Change
8
2.1 What Makes a Function Linear?
9



10
2.2 Finding Formulas for Linear Functions
11



12
Meet in the
Computer Lab
15
2.3 The Geometric Properties of Linear Functions
16



17
2.4 Fitting Linear Functions to Data
Review
18



19
TEST 1
22
3.1 Introduction to the Family of Exponential Functions
23



24
3.2 More on Exponential Functions
25



26
3.3 Logarithms
October 29
3.4 Using Logarithms to Solve Exponential Equations
30



1
3.5 Applications of the Log Function
3.6 Models of Investment and the Number e
2



3
Meet in the
Computer Lab
6
3.7 The Natural Logarithm Functions
7



8
4.1 Vertical and Horizontal Shifts of a Function's Graph
9



10
4.2 Reflections of a function's Graph Across an Axis
13
4.3 Vertical Stretches of a Function's Graph
4.5 Horizontal ...
14



15
4.4 The Family of Quadratic Functions
16 17
Fall Break


20
Review
5.1 Introduction to the Trigonometric Functions
21



22
Test 2
23



24
5.2 Measuring Position in Terms of Angles
27
5.3 The Trigonometric Functions
28



29
5.4 Finding a Formula for the Ferris Wheel Function
30



31
5.5 A General Formula for Trigonometric Functions
November 3
5.6 Trigonometric Equations and Their Inverses
4



5
5.7 Trigonometric Identities
6



7
5.8 Models Involving Trigonometric Functions
10
5.9 Triangles
11



12
6.1 Composition of Functions
13



14
6.2 Inverse Functions in General
117
6.3 More About Inverse Functions
18



19
Combinations of Functions
20



21
Test 3
24
7.1 Introduction to the Family of Power Functions
25 26
Thanksgiving
Break
27



28
Thanksgiving
Break
December 1
7.2 More on Power Functions
2



3
7.3 Polynomial Functions
4



5
7.4 The Short-Run Behavior of Polynomials
8
7.5 Rational Functions
9



10
7.6 The Short-Run Behavior of Rational Functions
11



12 Review
15



16



17
Final Exam
8:00-10:00 AM
18



19