Chapter 1: Practicing Symbolic ReasoningSection 1:
Representational Equivalence
Section 2:
Equating Formulas
Section 3:
Relating Quantities and Solving Equations
Chapter 2: Reasoning About and Representing Quantitative RelationshipsSection 1:
Quantities and Co-Variance of Quantities
Section 2:
Changes in Qualities and Constant Rate of Change
Section 3:
Constant Rate of Change and Linear Functions
Section 4:
Constant Rate of Change & Linearity
Section 5:
Exploring Average Speed
Section 6:
The Distance Formula and the Equation of a Circle
Section 7:
Absolute Value
Page 57:
Home Work
Chapter 3: Formalizing Relationships Between Quantities: FunctionsSection 1:
The Box Problem and Modeling Function Relationships
Section 2:
Function Relations and Domain of Functions
Section 3:
Using and Interpreting Functions and Function Notation
Section 4:
Function Composition: Chaining Together Two Function Processes
Section 4b:
Function Composition
Section 5:
Inverse Functions: Reversing the Process
Section 6:
Exploring the Difference Quotient
Page 111:
Home Work
Chapter 4: Exponential and Logarithmic FunctionsSection 1:
Measurement, Percentages, Percent Change, and the Meaning of Exponents
Section 2:
Comparing Linear and Exponential Behaviour
Section 3:
1-Unit Growth and Decay Factors, Percent Change, and Initial Value
Section 4:
Partial and n-Unit Growth Factors
Section 5:
n-Unit Growth and Decay Factors (n≠1)
Section 6:
Compounding Periods & Compound Interest Formula
Section 7:
Investment activity: Focus on Formules and Motivating e
Section 8:
The Inverse of an Exponential Function
Section 9:
Solving Exponential and Logarithmic Equations
Page 169:
Home Work
Chapter 5: Polynomial and Power FunctionsSection 1:
The Bottle Problem - Modeling Relationships in a Context
Section 2:
Concavity and Average Rate of Change
Section 3:
Transformations of Polynomial Functions
Section 4:
Quadratic Functions
Section 5:
Roots and End Behaviour of Polynomial Functions
Page 207:
Home Work
Chapter 6: Rational Functions and an Introduction to LimitSection 1:
Vertical Asymptotes of Rational Functions
Section 2:
End Behavior of Rational Functions
Section 3:
Graphing Rational Functions and Understanding Limits
Section 4:
Co-Variation of Numerators and Denominators of Rational Functions
Page 247:
Home Work
Chapter 7: Angle Measure and Trigonometric FunctionSection 1:
Angle Measure
Section 2:
Angle Measures in Context
Section 3:
Representing Circular Motion
Section 4:
Using SIne and Cosine Function to Track Circular Motion
Section 5:
Using the Sine and Cosine Functions in Applied Settings
Section 6:
Transformations of the Sine Function
Section 7:
Period, Amplitude, and Shifts of Periodic Functions
Section 8:
The Tangent Function
Section 9:
Inverse Trigonometric Functions
Page 305:
Home Work
Chapter 8: Right Triangle TrigonometrySection 1:
Right Triangle Trigonometry
Section 2:
Right Triangle Trigonometry Applications
Section 3:
Trigonometric Identities
Section 4:
Applying Trigonometry to Non-Right Triangles
Section 5:
The Law of Sines
Section 6:
The Law of Cosines
Page 351:
Home Work
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