MIME-Version: 1.0 Content-Location: file:///C:/D16B4A33/M122Lessons.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" M122 College Algebra Lessons

   &nbs= p;            2/27/07&n= bsp;            = ; Height of Object Worksheet   &n= bsp;            Height of Object Solutions

 

 

Week

Worksheet Lesson

Due Date

Textbook Sections / CourseCompass Homework

Jan. 9, 11

Lesson= 1

 

Lesson= 2

Jan. 1= 6

&= nbsp;

Jan. 2= 3

Chapte= r 1 Algebra Toolbox

1.1:  Functions and Models<= /span>

1.3:  Linear Functions

1.4:  Equ= ations of Lines

Jan. 16, 18

Lesson 3

Jan. 30

1.2:  Graphs of Functi= ons

1.5:  Algebraic and Graphical Solutions of Linear Equations

1.7:  Systems of Linear Equations in Two Variables

Jan. 23, 25

Lesson= 4

Feb. 6=

1.6:  Fitting Lines to Data Points; Mo= deling Linear Functions

1.8:  Sol= utions of Linear Inequalities

Jan. 30, Feb. 1

Lesson= 5

Feb. 13

Chapter 2 Algebra Toolbox

2.1:  Quadratic Functions; Parabolas

2.3:  A Library of Functions

Feb. 6, 8

&nb= sp;

Lesson 6

&nb= sp;

Feb. 20

Feb. 6:<= span style=3D'mso-spacerun:yes'>  Exam 1:  1.1 – 1.8

2.2:  Solving Quadratic Equations

     (skip “completing the square” and complex solutions)

2.5:  Quadratic and Power Models

 

Feb. 13, 15

Lesson= 7

Feb. 27

2.4:  Transformations of Graphs and Sy= mmetry

2.6:  Combining Functions;  Composite Functions

Feb. 20, 22

Lesson= 8

&= nbsp;

&= nbsp;

Mar. 6=

2.7:  Inverse Functions

2.8:  Additional Equations and Inequal= ities

        (skip Absolute value equations and inequalities)

 

Feb. 27, Mar. 1

Lesson= 9

Mar. 1= 3

4.3:  Solutions of Polynomial Equation= s

4.5:  Rational Functions and Rational Equations

Mar. 6, 8

 

Lesso= n 10

 

Mar. 2= 0

Mar. 6:&nbs= p; Exam 2:  2.1 – = 2.8

Chapte= r 4 Algebra Toolbox

4.1:  Higher-Degree Polynomial Functio= ns

Mar. 13, 15

Lesso= n 11

Mar. 2= 0

Chapte= r 3 Algebra Toolbox

3.1:  Exponential Functions=

3.2:  Logarithmic Functions

3.5:  Exponential Functions and Invest= ing

Mar. 20, 22

Lesso= n 12

Apr. 3=

3.3:  Exponential and Logarithmic Equations;  Properties of Logarithms

Mar. 27, 29

 

 

Spring Break

Apr. 3, 5

Lesso= n 13

Apr. 1= 0

Review Exponential and Logarithmic Equations

3.4:  Exponential and Logarithmic Mode= ls

3.7:  Logistic Functions (skip Gompertz functions)

Apr. 10, 12

 

Lesso= n 14

 

Apr. 1= 7

Apr. 10:&nb= sp; Exam 3:  3.1 – = 3.5, 3.7

4.2:  Modeling Cubic and Quartic Funct= ions

Apr. 17, 19

Lesso= n 15

Apr. 2= 6

4.6:  Polynomial and Rational Inequali= ties

Apr. 26

(Thursday)

Review for Final Exam

&= nbsp;

Final Exam:  9:30 – 11:20