Session Week Description

Kelley
Problems

 Notes Print Mathematica Weiner
    Preface  
Aug 8
Yes
    
   

1. Linear Equations and Inequalities

         
1 Jul 16
1a
 1.1 Linear Geometry
Jul 16, 17, 18
Aug 8
Yes
Aug 15
Aug 30, 31
2
1b
 1.2 Linear Inequalities and Interval Notation
Jul 18
Aug 9
Yes
Aug 11
 
               
3 Jul 23
2a
 1.3 Absolute Value Equations and Inequalities
Jul 20
Aug 10
Yes
Aug 17
 
4
2b
 1.4 Systems of Equations and Inequalities
Jul 20
Aug 11
Yes
Aug 18
 
    2. Polynomials          
5 Jul 30
3a
 2.1 Exponential and Radical Expressions
Jul 23, 26
Aug 12
Yes
Aug 19
 
6
3b
 2.2 Operations on Polynomial Expressions
Jul 26
Aug 13
Yes
Aug 19
 
               
7 Aug 6
4a
 2.3 Factoring Polynomials
Jul 26
Aug 14
Yes
Aug 19
Aug 23,24, 26 , 27, 28
8
4b
 2.4 Solving Quadratic Equations
Jul 27
Aug 18
Yes
Aug 19
 
    3. Rational Expressions          
9 Aug 13
5a
 3.1 Adding and Subtracting Rational Expressions
Jul 28
Aug 20
Yes
Aug 21
 
10
5b
 3.2 Multiplying and Dividing Rational Expressions
Jul 29
Aug 21
Yes
n/a
 Aug 29
               
11 Aug 20
6a
 3.3 Solving Rational Equations
Jul 29
     
12
6b
 3.4 Polynomial and Rational Equalities
Jul 29
     
    4. Functions          
13 Aug 27
7a
 4.1 Combining Functions
Jul 30
     
14
7b
 4.2 Graphing Function Transformations
Aug 4
     
               
15 Sep 3
8a
 4.3 Inverse Functions
Aug 5
     
16
8b
 4.4 Asymptotes of Rational Functions
Aug 7
     
    5. Logarithmic and Exponential Functions          
17 Sep 10
9a
 5.1 Exploring Exponential and Logarithmic Functions
Aug 8, 9
     
18
9b
 5.2 Natural Exponential and Logarithmic Functions
     
               
19 Sep 17
10a
 5.3 Properties of Logarithms
     
20
10b
 5.4 Solving Exponential and Logarithmic Functions
     
    6. Conic Sections          
21
11a
 6.1Parabolas
22
11b
 6.2 Circles
 
23
12a
 6.3 Ellipses
24
12b
 6.4 Hyperbolas
7. Fundamentals of Trigonometry
25
13a
 Measuring Angles
26
13b
 Angle Relationships
 
27
14a
 Evaluating Trigonometric Functions
28
14b
 Inverse Trigonnometric Functions
8. Trigonometric Graphs, Identities, and Equations
29
15a
 Graphing Trigonometric Transformations
30
15b
 Applying Trigonometric Identities
 
31
16a
 Solving Trigonometric Equations
 
9. Investigating Limits
32
17a