Calculus Related Factoring in Textbook Cumulative Review Section 4.1 Composition of Functions Section 4.2
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Graphing y=A sin bx Graphing y=A cos bx Graphing y=A tan bx Section 6.5 Unit Circle Section 6.6 Graph of the Sine and Cosine Functions Section 6.7 Graph of the Tangent Function
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Introduction Section 2.2 Functions Section 2.3 Graph of a Function Section 2.4 Properties of Functions
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Professor says it is lecture 6a, but it is lecture 5. Section 2.8 Constructing Functions Geometric, Solids and Demand Equation Cumulative Review Section 3.1 Quadratic Functions
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Review for Test 1 Section 2.2  3.1 Regions bounded by Curves Test 2 Material Section 3.2 Polynomial Functions
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Review for Test 2 Section 4.4 Logarithmic Function
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Review for Test 3
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Review of Angles in Standar Position Section 6.2 Right Triangle Trigonometry
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Review of exact values of trignometric functions and solving acute right triangles. Section 6.4 Extend definition of trig. functions to general angles
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Section 2.3 Graphs of a Function Section 2.4 Properties of Functions Section 2.5 Linear Functions and Applications
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Section 2.5 Linear Functions and Models Review graphing Linear Functions Applications  Straight line Depreciation Applications  Supply and Demand Applications: Direct Variation Section 2.6 Library of Functions
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Section 2.7 Graphing Techniques Library of Functions Vertical: Shifts, Compressions, Stretches Horizontal: Shifts, Compressions, Stretches Reflections : Shifts, Compressions, Stretches
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Section 3.1 Review of y = a (xh)^2 + k Graphing y = ax^2 + bk + C Regions bounded by curves
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Section 3.2 Polynomial Functions
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Section 3.3 Properties of Rational Functions Section 3.5 Review of Sign Charts
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Section 3.6 Real Zeroes of a Polynomial Function Remainder Theorem and Factor Theorem Rational Zeroes Theorem and Intermediate Value Theorem Section 3.7 Complex Zeroes of a Polynomial Functions Fundamental Theorem of Algebra Calculus Related Factorin
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Section 4.2 OnetoOne, Inverse Functions, Find algebraically, Verify Inverses Section 4.3 Exponential Functions
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Section 4.4 Logarithmic Functions Section 4.5 Properties of Logarithms
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Section 4.6 Solving Logarithmic and exponential Equations Section 4.7 Compound Interest Section 4.8 Exponential Growth and Exponential Decay
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Section 4.8 Exponential Growth and Decay Cumulative Review A = P e^{rt} Compound Cont.
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