1	Chapter 1 Investigations and Functions
Section 1.1
1.1.1:  How can I work with my team to figure it out? Solving a Function Puzzle in Teams		Domain and range 1. Domain and range Identify functions 2. Identify functions Evaluate functions 3. Evaluate functions 4. Find values using function graphs 5. Complete a table for a function graph
1.1.1:  How can I work with my team to figure it out? Solving a Function Puzzle in Teams
Domain and range 1. Domain and range Identify functions 2. Identify functions Evaluate functions 3. Evaluate functions 4. Find values using function graphs 5. Complete a table for a function graph
1.1.2:  How can I use a graphing calculator? Using a Graphing Calculator to Explore a Function		1. Domain and range of radical functions
1.1.2:  How can I use a graphing calculator? Using a Graphing Calculator to Explore a Function
1. Domain and range of radical functions
1.1.3:  How can I describe a function? Function Investigation		1. Rational functions: asymptotes and excluded values
1.1.3:  How can I describe a function? Function Investigation
1. Rational functions: asymptotes and excluded values
1.1.4:  What is the new function? Combining Linear Functions		Polynomial vocabulary 1. Polynomial vocabulary Combining functions 2. Add and subtract functions 3. Multiply functions 4. Divide functions
1.1.4:  What is the new function? Combining Linear Functions
Polynomial vocabulary 1. Polynomial vocabulary Combining functions 2. Add and subtract functions 3. Multiply functions 4. Divide functions
Section 1.2
1.2.1:  How can I represent intersections? Representing Points of Intersection		Points of intersection 1. Solve a system of linear and quadratic equations: parabolas Properties of exponents 2. Simplify exponential expressions using exponent rules
1.2.1:  How can I represent intersections? Representing Points of Intersection
Points of intersection 1. Solve a system of linear and quadratic equations: parabolas Properties of exponents 2. Simplify exponential expressions using exponent rules
1.2.2:  How can I model it? Modeling a Geometric Relationship		1. Calculate quartiles and interquartile range 2. Variance and standard deviation
1.2.2:  How can I model it? Modeling a Geometric Relationship
1. Calculate quartiles and interquartile range 2. Variance and standard deviation
1.2.3:  What story does the data tell? Describing Data		1. Box plots 2. Mean, median, mode, and range 3. Identify an outlier
1.2.3:  What story does the data tell? Describing Data
1. Box plots 2. Mean, median, mode, and range 3. Identify an outlier

2	Chapter 2 Transformations of Parent Graphs
Section 2.1
2.1.1:  How can I graph it? Transforming Quadratic Functions		Characteristics of quadratic functions 1. Characteristics of quadratic functions: graphs 2. Characteristics of quadratic functions: equations Function tables and graphs 3. Complete a function table: quadratic functions 4. Graph a quadratic function 5. Match quadratic functions and graphs Transformations of functions 6. Transformations of quadratic functions
2.1.1:  How can I graph it? Transforming Quadratic Functions
Characteristics of quadratic functions 1. Characteristics of quadratic functions: graphs 2. Characteristics of quadratic functions: equations Function tables and graphs 3. Complete a function table: quadratic functions 4. Graph a quadratic function 5. Match quadratic functions and graphs Transformations of functions 6. Transformations of quadratic functions
2.1.2:  How can I model the relationship? Modeling with Parabolas
2.1.2:  How can I model the relationship? Modeling with Parabolas
Section 2.2
2.2.1:  How can I transform any graph? Transforming Other Parent Graphs		Function transformations 1. Translations of functions 2. Dilations of functions Radicals 3. Simplify radical expressions
2.2.1:  How can I transform any graph? Transforming Other Parent Graphs
Function transformations 1. Translations of functions 2. Dilations of functions Radicals 3. Simplify radical expressions
2.2.2:  What is the significance of (h, k)? Describing (h, k) for Each Family of Functions
2.2.2:  What is the significance of (h, k)? Describing (h, k) for Each Family of Functions
2.2.3:  How can I reflect a function? Transformations of Functions		Reflections of functions 1. Reflections of functions Mixed function transformations 2. Function transformation rules 3. Transformations of functions 4. Describe function transformations Point-slope form 5. Point-slope form: graph an equation 6. Point-slope form: write an equation 7. Point-slope form: write an equation from a graph
2.2.3:  How can I reflect a function? Transformations of Functions
Reflections of functions 1. Reflections of functions Mixed function transformations 2. Function transformation rules 3. Transformations of functions 4. Describe function transformations Point-slope form 5. Point-slope form: graph an equation 6. Point-slope form: write an equation 7. Point-slope form: write an equation from a graph
2.2.4:  How can I transform other graphs? Transforming Non-Functions		1. Graph parabolas 2. Graph circles
2.2.4:  How can I transform other graphs? Transforming Non-Functions
1. Graph parabolas 2. Graph circles
2.2.5:  How can I model the relationship? Developing a Mathematical Model		1. Find the equation of a regression line 2. Interpret regression lines 3. Analyze a regression line of a data set
2.2.5:  How can I model the relationship? Developing a Mathematical Model
1. Find the equation of a regression line 2. Interpret regression lines 3. Analyze a regression line of a data set
Section 2.3
2.3.1:  How can I write it in graphing form? Completing the Square		1. Complete the square 2. Convert equations of parabolas from general to vertex form
2.3.1:  How can I write it in graphing form? Completing the Square
1. Complete the square 2. Convert equations of parabolas from general to vertex form

3	Chapter 3 Solving and Inequalities
Section 3.1
3.1.1:  How can I solve the equation? Strategies for Solving Equations		Linear equations 1. Solve linear equations 2. Solve linear equations: complete the solution Absolute value equations 3. Solve absolute value equations Quadratic equations 4. Solve a quadratic equation using square roots 5. Solve a quadratic equation using the zero product property 6. Solve a quadratic equation by factoring 7. Solve a quadratic equation by completing the square 8. Solve a quadratic equation using the quadratic formula Radical equations 9. Solve radical equations
3.1.1:  How can I solve the equation? Strategies for Solving Equations
Linear equations 1. Solve linear equations 2. Solve linear equations: complete the solution Absolute value equations 3. Solve absolute value equations Quadratic equations 4. Solve a quadratic equation using square roots 5. Solve a quadratic equation using the zero product property 6. Solve a quadratic equation by factoring 7. Solve a quadratic equation by completing the square 8. Solve a quadratic equation using the quadratic formula Radical equations 9. Solve radical equations
3.1.2:  How can I use a graph to solve an equation? Solving Equations Graphically
3.1.2:  How can I use a graph to solve an equation? Solving Equations Graphically
3.1.3:  How many solutions are there? Multiple Solutions to Systems of Equations		Find the number of solutions 1. Find the number of solutions to a system of equations Solve a system of linear equations 2. Solve a system of equations by graphing 3. Solve a system of equations using substitution 4. Solve a system of equations using elimination 5. Solve a system of equations using any method Solve a system of linear and quadratic equations 6. Solve a system of linear and quadratic equations: parabolas
3.1.3:  How many solutions are there? Multiple Solutions to Systems of Equations
Find the number of solutions 1. Find the number of solutions to a system of equations Solve a system of linear equations 2. Solve a system of equations by graphing 3. Solve a system of equations using substitution 4. Solve a system of equations using elimination 5. Solve a system of equations using any method Solve a system of linear and quadratic equations 6. Solve a system of linear and quadratic equations: parabolas
3.1.4:  How can I use systems? Using Systems of Equations to Solve Problems		1. Solve a system of equations by graphing: word problems 2. Solve a system of equations using substitution: word problems 3. Solve a system of equations using elimination: word problems 4. Solve a system of equations using any method: word problems
3.1.4:  How can I use systems? Using Systems of Equations to Solve Problems
1. Solve a system of equations by graphing: word problems 2. Solve a system of equations using substitution: word problems 3. Solve a system of equations using elimination: word problems 4. Solve a system of equations using any method: word problems
Section 3.2
3.2.1:  How can I solve inequalities? Solving Inequalities with One or Two Variables		Linear inequalities 1. Graph a two-variable linear inequality Systems of inequalities 2. Is (x, y) a solution to the system of inequalities? 3. Solve systems of linear inequalities by graphing
3.2.1:  How can I solve inequalities? Solving Inequalities with One or Two Variables
Linear inequalities 1. Graph a two-variable linear inequality Systems of inequalities 2. Is (x, y) a solution to the system of inequalities? 3. Solve systems of linear inequalities by graphing
3.2.2:  How can I organize the possibilities? Using Systems to Solve a Problem		1. Solve absolute value inequalities 2. Graph solutions to absolute value inequalities
3.2.2:  How can I organize the possibilities? Using Systems to Solve a Problem
1. Solve absolute value inequalities 2. Graph solutions to absolute value inequalities
3.2.3:  What is the optimal amount? Application of Systems of Inequalities		Absolute value inequalities 1. Graph solutions to two-variable absolute value inequalities Systems of inequalities 2. Solve systems of linear and absolute value inequalities by graphing 3. Find the vertices of a solution set for a system of linear inequalities
3.2.3:  What is the optimal amount? Application of Systems of Inequalities
Absolute value inequalities 1. Graph solutions to two-variable absolute value inequalities Systems of inequalities 2. Solve systems of linear and absolute value inequalities by graphing 3. Find the vertices of a solution set for a system of linear inequalities
3.2.4:  What can I learn from a graph? Using Graphs to Determine Solutions
3.2.4:  What can I learn from a graph? Using Graphs to Determine Solutions

4	Chapter 4 Normal Distributions and Geometric Modeling
Section 4.1
4.1.1:  What questions will I ask? Survey Design
4.1.1:  What questions will I ask? Survey Design
4.1.2:  Whom should I survey? Samples and the Role of Randomness
4.1.2:  Whom should I survey? Samples and the Role of Randomness
4.1.3:  What if random is not possible? Bias in Convenience Samples		1. Identify biased samples
4.1.3:  What if random is not possible? Bias in Convenience Samples
1. Identify biased samples
Section 4.2
4.2.1:  How can experiments show cause and effect? Testing Cause and Effect with Experiments		1. Experiment design
4.2.1:  How can experiments show cause and effect? Testing Cause and Effect with Experiments
1. Experiment design
4.2.2:  How can I answer the question? Conclusions from Studies
4.2.2:  How can I answer the question? Conclusions from Studies
Section 4.3
4.3.1:  What percentage is it? Relative Frequency Histograms
4.3.1:  What percentage is it? Relative Frequency Histograms
4.3.2:  How can I make predictions? The Normal Probability Density Function		Use the 68, 95, 99.7 rule 1. Find probabilities using the normal distribution I Use z-values 2. Find z-values 3. Find values of normal variables
4.3.2:  How can I make predictions? The Normal Probability Density Function
Use the 68, 95, 99.7 rule 1. Find probabilities using the normal distribution I Use z-values 2. Find z-values 3. Find values of normal variables
4.3.3:  How well did I do? Percentiles
4.3.3:  How well did I do? Percentiles
Section 4.4
4.4.1:  How can I picture it? Cross-sections and Solids of Revolution		1. Cross sections of three-dimensional figures 2. Solids of revolution
4.4.1:  How can I picture it? Cross-sections and Solids of Revolution
1. Cross sections of three-dimensional figures 2. Solids of revolution
4.4.2:  How can I use geometric solids? Modeling with Geometric Solids		1. Parts of three-dimensional figures 2. Three-dimensional figure vocabulary 3. Nets and drawings of three-dimensional figures
4.4.2:  How can I use geometric solids? Modeling with Geometric Solids
1. Parts of three-dimensional figures 2. Three-dimensional figure vocabulary 3. Nets and drawings of three-dimensional figures
4.4.3:  How can I make it? Designing to Meet Constraints
4.4.3:  How can I make it? Designing to Meet Constraints

5	Chapter 5 Inverses and Logarithms
Section 5.1
5.1.1:  How can I "undo" a function? "Undo" Equations		1. Identify inverse functions
5.1.1:  How can I "undo" a function? "Undo" Equations
1. Identify inverse functions
5.1.2:  How can I determine an inverse? Using a Graph to Determine an Inverse
5.1.2:  How can I determine an inverse? Using a Graph to Determine an Inverse
5.1.3:  What can I do with inverses? More Inverse Functions		1. Find inverse functions and relations
5.1.3:  What can I do with inverses? More Inverse Functions
1. Find inverse functions and relations
Section 5.2
5.2.1:  How can I undo an exponential function? The Inverse of an Exponential Function
5.2.1:  How can I undo an exponential function? The Inverse of an Exponential Function
5.2.2:  What is a logarithm? Defining the Inverse of an Exponential Function		1. Convert between exponential and logarithmic form: rational bases 2. Evaluate logarithms
5.2.2:  What is a logarithm? Defining the Inverse of an Exponential Function
1. Convert between exponential and logarithmic form: rational bases 2. Evaluate logarithms
5.2.3:  What can I learn about logs? Investigating the Family of Logarithmic Functions		1. Domain and range of logarithmic functions
5.2.3:  What can I learn about logs? Investigating the Family of Logarithmic Functions
1. Domain and range of logarithmic functions
5.2.4:  How can I transform log functions? Transformations of Logarithmic Functions
5.2.4:  How can I transform log functions? Transformations of Logarithmic Functions

6	Chapter 6 Simulating Sampling Variability
Section 6.1
6.1.1:  How can I estimate complex probabilities? Simulations of Probability		1. Find conditional probabilities 2. Find conditional probabilities using two-way frequency tables
6.1.1:  How can I estimate complex probabilities? Simulations of Probability
1. Find conditional probabilities 2. Find conditional probabilities using two-way frequency tables
6.1.2:  How many in a streak? More Simulations of Probability
6.1.2:  How many in a streak? More Simulations of Probability
6.1.3:  How much do samples vary? Simulating Sampling Variability
6.1.3:  How much do samples vary? Simulating Sampling Variability
Section 6.2
6.2.1:  Can I make a decision based on my sample? Statistical Test Using Sampling Variability
6.2.1:  Can I make a decision based on my sample? Statistical Test Using Sampling Variability
6.2.2:  Did my experiment show results? Variability in Experimental Results
6.2.2:  Did my experiment show results? Variability in Experimental Results
6.2.3:  Should I reject poor quality? Quality Control
6.2.3:  Should I reject poor quality? Quality Control
6.2.4:  Is the process out of control? Statistical Process Control		1. Analyze the results of an experiment using simulations
6.2.4:  Is the process out of control? Statistical Process Control
1. Analyze the results of an experiment using simulations
Section 6.3
6.3.1:  When is probability counterintuitive? Analyzing Decisions and Strategies
6.3.1:  When is probability counterintuitive? Analyzing Decisions and Strategies

7	Chapter 7 Logarithms and Triangles
Section 7.1
7.1.1:  How can I solve exponential equations? Using Logarithms to Solve Exponential Equations		1. Power property of logarithms
7.1.1:  How can I solve exponential equations? Using Logarithms to Solve Exponential Equations
1. Power property of logarithms
7.1.2:  How can I rewrite it? Investigating the Properties of Logarithms		1. Identify properties of logarithms 2. Product property of logarithms 3. Quotient property of logarithms 4. Properties of logarithms: mixed review 5. Evaluate logarithms using properties
7.1.2:  How can I rewrite it? Investigating the Properties of Logarithms
1. Identify properties of logarithms 2. Product property of logarithms 3. Quotient property of logarithms 4. Properties of logarithms: mixed review 5. Evaluate logarithms using properties
7.1.3:  How can I write an exponential function? Writing Equations of Exponential Functions		1. Compound interest: word problems
7.1.3:  How can I write an exponential function? Writing Equations of Exponential Functions
1. Compound interest: word problems
7.1.4:  Who killed Dr. Dedman? An Application of Logarithms		1. Exponential growth and decay: word problems
7.1.4:  Who killed Dr. Dedman? An Application of Logarithms
1. Exponential growth and decay: word problems
Section 7.2
7.2.1:  What triangle tools do I still need? Determining Missing Parts of Triangles		1. Pythagorean theorem 2. Trigonometric ratios: find a side length 3. Trigonometric ratios: find an angle measure 4. Solve a right triangle
7.2.1:  What triangle tools do I still need? Determining Missing Parts of Triangles
1. Pythagorean theorem 2. Trigonometric ratios: find a side length 3. Trigonometric ratios: find an angle measure 4. Solve a right triangle
7.2.2:  Is there a better way? Law of Sines		1. Law of Sines 2. Area of a triangle: sine formula 3. Area of a triangle: Law of Sines
7.2.2:  Is there a better way? Law of Sines
1. Law of Sines 2. Area of a triangle: sine formula 3. Area of a triangle: Law of Sines
7.2.3:  Is there another tool? Law of Cosines		1. Law of Cosines
7.2.3:  Is there another tool? Law of Cosines
1. Law of Cosines
7.2.4:  Is there more than one possible triangle? The Ambiguous Case
7.2.4:  Is there more than one possible triangle? The Ambiguous Case
7.2.5:  Which tool should I use? Choosing a Tool		1. Solve a triangle
7.2.5:  Which tool should I use? Choosing a Tool
1. Solve a triangle

8	Chapter 8 Polynomials
Section 8.1
8.1.1:  How can I describe the graph? Sketching Graphs of Polynomial Functions		1. Domain and range of polynomials
8.1.1:  How can I describe the graph? Sketching Graphs of Polynomial Functions
1. Domain and range of polynomials
8.1.2:  How can I predict the graph? More Graphs of Polynomial Functions		1. Match polynomials and graphs 2. Write a polynomial from its roots
8.1.2:  How can I predict the graph? More Graphs of Polynomial Functions
1. Match polynomials and graphs 2. Write a polynomial from its roots
8.1.3:  How can I write the equation? Stretch Factors for Polynomial Functions
8.1.3:  How can I write the equation? Stretch Factors for Polynomial Functions
Section 8.2
8.2.1:  What is the equation? Writing Equations Using Complex Roots		1. Complex conjugates
8.2.1:  What is the equation? Writing Equations Using Complex Roots
1. Complex conjugates
8.2.2:  What do I know about the roots? More Real and Complex Roots		1. Match polynomials and graphs
8.2.2:  What do I know about the roots? More Real and Complex Roots
1. Match polynomials and graphs
Section 8.3
8.3.1:  How can I divide polynomials? Polynomial Division		1. Divide polynomials using long division 2. Divide polynomials using synthetic division 3. Evaluate polynomials using synthetic division 4. Fundamental Theorem of Algebra
8.3.1:  How can I divide polynomials? Polynomial Division
1. Divide polynomials using long division 2. Divide polynomials using synthetic division 3. Evaluate polynomials using synthetic division 4. Fundamental Theorem of Algebra
8.3.2:  How can I solve it? Factors and Rational Zeros		1. Rational root theorem
8.3.2:  How can I solve it? Factors and Rational Zeros
1. Rational root theorem
8.3.3:  How can I use it? An Application of Polynomials
8.3.3:  How can I use it? An Application of Polynomials
8.3.4:  Is there a pattern? Special Cases of Factoring		1. Factor sums and differences of cubes
8.3.4:  Is there a pattern? Special Cases of Factoring
1. Factor sums and differences of cubes

9	Chapter 9 Trigonometric Functions
Section 9.1
9.1.1:  What periodic relationships can I model? Introduction to Periodic Models
9.1.1:  What periodic relationships can I model? Introduction to Periodic Models
9.1.2:  How can I graph it? Graphing the Sine Function
9.1.2:  How can I graph it? Graphing the Sine Function
9.1.3:  How are circles and sine graphs connected? Unit Circle ↔ Graph
9.1.3:  How are circles and sine graphs connected? Unit Circle ↔ Graph
9.1.4:  How can I graph cosine? Graphing and Interpreting the Cosine Function
9.1.4:  How can I graph cosine? Graphing and Interpreting the Cosine Function
9.1.5:  How else can I measure angles? Defining a Radian		1. Convert between radians and degrees 2. Graphs of angles
9.1.5:  How else can I measure angles? Defining a Radian
1. Convert between radians and degrees 2. Graphs of angles
9.1.6:  What do I know about a unit circle? Building a Unit Circle		1. Reference angles 2. Find trigonometric ratios using the unit circle
9.1.6:  What do I know about a unit circle? Building a Unit Circle
1. Reference angles 2. Find trigonometric ratios using the unit circle
9.1.7:  How can I graph tangent? The Tangent Function
9.1.7:  How can I graph tangent? The Tangent Function
Section 9.2
9.2.1:  How can I transform a sine graph? Transformations of y = sin(x)
9.2.1:  How can I transform a sine graph? Transformations of y = sin(x)
9.2.2:  What is missing? One More Parameter for a Periodic Function		1. Graph sine functions 2. Graph translations of sine functions
9.2.2:  What is missing? One More Parameter for a Periodic Function
1. Graph sine functions 2. Graph translations of sine functions
9.2.3:  What is the period of a function? Period of a Trigonometric Function		1. Find properties of sine functions 2. Write equations of sine functions from graphs 3. Write equations of sine functions using properties
9.2.3:  What is the period of a function? Period of a Trigonometric Function
1. Find properties of sine functions 2. Write equations of sine functions from graphs 3. Write equations of sine functions using properties
9.2.4:  What are the connections? Graph ↔ Equation		Cosine functions 1. Find properties of cosine functions 2. Write equations of cosine functions from graphs 3. Write equations of cosine functions using properties 4. Graph cosine functions 5. Graph translations of cosine functions Sine and cosine functions 6. Graph sine and cosine functions 7. Graph translations of sine and cosine functions
9.2.4:  What are the connections? Graph ↔ Equation
Cosine functions 1. Find properties of cosine functions 2. Write equations of cosine functions from graphs 3. Write equations of cosine functions using properties 4. Graph cosine functions 5. Graph translations of cosine functions Sine and cosine functions 6. Graph sine and cosine functions 7. Graph translations of sine and cosine functions

10	Chapter 10 Series
Section 10.1
10.1.1:  Can I calculate a sum without adding? Introduction to Arithmetic Series		Arithmetic sequences 1. Find terms of an arithmetic sequence 2. Write a formula for an arithmetic sequence Combinations and permutations 3. Combinations and permutations
10.1.1:  Can I calculate a sum without adding? Introduction to Arithmetic Series
Arithmetic sequences 1. Find terms of an arithmetic sequence 2. Write a formula for an arithmetic sequence Combinations and permutations 3. Combinations and permutations
10.1.2:  How can I calculate a sum? More Arithmetic Series
10.1.2:  How can I calculate a sum? More Arithmetic Series
10.1.3:  How else can I see it? General Arithmetic Series
10.1.3:  How else can I see it? General Arithmetic Series
10.1.4:  How else can I express it? Summation Notation and Combinations of Series		1. Introduction to sigma notation 2. Find the sum of an arithmetic series
10.1.4:  How else can I express it? Summation Notation and Combinations of Series
1. Introduction to sigma notation 2. Find the sum of an arithmetic series
10.1.5:  How can I prove it? Mathematical Induction
10.1.5:  How can I prove it? Mathematical Induction
Section 10.2
10.2.1:  What if the series is geometric? Geometric Series		Geometric sequences 1. Find terms of a geometric sequence 2. Write a formula for a geometric sequence Geometric series 3. Identify arithmetic and geometric series 4. Find the sum of a finite geometric series
10.2.1:  What if the series is geometric? Geometric Series
Geometric sequences 1. Find terms of a geometric sequence 2. Write a formula for a geometric sequence Geometric series 3. Identify arithmetic and geometric series 4. Find the sum of a finite geometric series
10.2.2:  What if n is very large? Infinite Series		1. Find the value of an infinite geometric series
10.2.2:  What if n is very large? Infinite Series
1. Find the value of an infinite geometric series
Section 10.3
10.3.1:  How many successful outcomes are there? Using a Binomial Probability Model		1. Find probabilities using the binomial distribution
10.3.1:  How many successful outcomes are there? Using a Binomial Probability Model
1. Find probabilities using the binomial distribution
10.3.2:  How can I rewrite (x + y)6? Pascal's Triangle and the Binomial Theorem		1. Pascal's triangle 2. Pascal's triangle and the Binomial Theorem
10.3.2:  How can I rewrite (x + y)6? Pascal's Triangle and the Binomial Theorem
1. Pascal's triangle 2. Pascal's triangle and the Binomial Theorem
10.3.3:  What is e? The Number e		Natural logarithms and e 1. Evaluate natural logarithms 2. Continuously compounded interest: word problems Binomial Theorem 3. Binomial Theorem I 4. Binomial Theorem II
10.3.3:  What is e? The Number e
Natural logarithms and e 1. Evaluate natural logarithms 2. Continuously compounded interest: word problems Binomial Theorem 3. Binomial Theorem I 4. Binomial Theorem II

11	Chapter 11 Rational Expressions and Three-Variable Systems
Section 11.1
11.1.1:  How can "1" be useful? Simplifying Rational Expressions		1. Simplify rational expressions
11.1.1:  How can "1" be useful? Simplifying Rational Expressions
1. Simplify rational expressions
11.1.2:  How can I rewrite it? Multiplying and Dividing Rational Expressions		1. Multiply and divide rational expressions
11.1.2:  How can I rewrite it? Multiplying and Dividing Rational Expressions
1. Multiply and divide rational expressions
11.1.3:  How can I rewrite it? Adding and Subtracting Rational Expressions		1. Add and subtract rational expressions
11.1.3:  How can I rewrite it? Adding and Subtracting Rational Expressions
1. Add and subtract rational expressions
11.1.4:  Putting it all together: Operations with Rational Expressions
11.1.4:  Putting it all together: Operations with Rational Expressions
Section 11.2
11.2.1:  How can I plot points in three dimensions? Creating a Three-Dimensional Model
11.2.1:  How can I plot points in three dimensions? Creating a Three-Dimensional Model
11.2.2:  How can I graph a three-dimensional equation? Graphing Equations in Three Dimensions
11.2.2:  How can I graph a three-dimensional equation? Graphing Equations in Three Dimensions
11.2.3:  What is a solution in three dimensions? Solving Systems of Three Equations with Three Variables		1. Solve a system of equations in three variables using substitution 2. Solve a system of equations in three variables using elimination 3. Determine the number of solutions to a system of equations in three variables
11.2.3:  What is a solution in three dimensions? Solving Systems of Three Equations with Three Variables
1. Solve a system of equations in three variables using substitution 2. Solve a system of equations in three variables using elimination 3. Determine the number of solutions to a system of equations in three variables
11.2.4:  How can I apply systems of equations? Using Systems of Three Equations for Curve Fitting
11.2.4:  How can I apply systems of equations? Using Systems of Three Equations for Curve Fitting

12	Chapter 12 Analytic Trigonometry
Section 12.1
12.1.1:  When is it true? Analyzing Trigonometric Equations
12.1.1:  When is it true? Analyzing Trigonometric Equations
12.1.2:  How many solutions are there? Solutions to Trigonometric Equations
12.1.2:  How many solutions are there? Solutions to Trigonometric Equations
12.1.3:  Is it a function? Inverses of Trigonometric Functions		1. Inverses of sin, cos, and tan: degrees 2. Inverses of sin, cos, and tan: radians
12.1.3:  Is it a function? Inverses of Trigonometric Functions
1. Inverses of sin, cos, and tan: degrees 2. Inverses of sin, cos, and tan: radians
12.1.4:  What is the reciprocal? Reciprocal Trigonometric Functions		1. Solve trigonometric equations I 2. Solve trigonometric equations II
12.1.4:  What is the reciprocal? Reciprocal Trigonometric Functions
1. Solve trigonometric equations I 2. Solve trigonometric equations II
Section 12.2
12.2.1:  How can I rewrite it? Trigonometric Identities		1. Find trigonometric ratios using a Pythagorean or reciprocal identity 2. Find trigonometric ratios using multiple identities
12.2.1:  How can I rewrite it? Trigonometric Identities
1. Find trigonometric ratios using a Pythagorean or reciprocal identity 2. Find trigonometric ratios using multiple identities
12.2.2:  How can I prove it? Proving Trigonometric Identities
12.2.2:  How can I prove it? Proving Trigonometric Identities
12.2.3:  What about sums and differences? Angle Sums and Difference Identities
12.2.3:  What about sums and differences? Angle Sums and Difference Identities

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