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Review
        Factoring a common Factor (143 R1)
        Factoring by difference of squares (143 R2)
        Factoring by Grouping (143 R5)
        Factoring trinomials (143 R6)
        Factoring trinomials part 2 (143 R7)

Chapter 0 

    Section 0.1
        Interval Notation (108 3.1.1)
        Definition of a function/Evaluating functions (143 3.1.1)
        The Domain of a function (143 3.1.2)

    Section 0.2
        A library of functions (143 3.3.1)
        Piece-wise defined functions (143 3.3.2)

    Section 0.3
        The sum, difference, product and quotient of two functions (143 3.5.1)
        Finding the domain of the sum, difference, product and quotient of two functions (143 3.5.2)
        The composite function (143 3.5.3) 

    Section 0.4
        An introduction to quadratic functions (143 4.1.1)
        Finding the vertex, intercepts and axis of symmetry (143 4.1.3)
        Solving quadratic equations by factoring (143 1.3.2)
        Solving quadratic equations using the quadratic formula (143 1.3.4)  

    Section 0.5
        Properties of exponents (108 8.2.3)
        Simplifying rational exponents (108 8.2.4)
        More examples of rational exponents (108 8.2.5)

Chapter 1  

    Section 1.1 
        Slope of a line and the point-slope equation (143 2.3.1)
        The equation of a line in slope-intercept form (143 2.3.2)
        Parallel and perpendicular lines (143 2.4.1)

Chapter 4

    Section 4.1
        A review of the laws of exponents (143 6.2.1)
        Solving exponents by relating bases (143 6.2.5)

    Section 4.6
        The properties of logarithms (143 6.4.1)
        Rewriting a logarithm using log properties (143 6.4.2)  

Chapter 5

    Section 5.1
        Exponential Growth (143 6.7.1)
        Exponential Decay (143 6.7.2)  

Chapter 7

    Section 7.3/7.4
        A review of solving systems of equation by substitution (108 5.1.2)
        Another example of solving by substitution (108 5.1.3)
        A review of solving systems of equation by elimination (108 5.1.4)

Supplemental Handouts

    Chapter 1
        Handout 1-3
        Handout 1-4
        Handout 1-6

Practice Exams

    Practice Exams
        Practice Exam 1 - KEY
        Practice Exam 2 - KEY
        Practice Exam 3 - KEY
        Practice Exam 4 - KEY

    Previous Final Exams
        Fall 98 - KEY
        Spring 99 - KEY
        Spring 00 - KEY
        Spring 03 - KEY

© 2008 POLYA
Mathematics Department
University of Idaho

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