1	Chapter 1 Exploring Algebraic and Geometric Relationships
Section 1.1
1.1.1:  How can I classify this polygon? Attributes of Polygons		Triangles and quadrilaterals 1. Classify triangles 2. Classify quadrilaterals I 3. Classify quadrilaterals II Symmetry 4. Line symmetry 5. Rotational symmetry 6. Draw lines of symmetry 7. Count lines of symmetry
1.1.1:  How can I classify this polygon? Attributes of Polygons
Triangles and quadrilaterals 1. Classify triangles 2. Classify quadrilaterals I 3. Classify quadrilaterals II Symmetry 4. Line symmetry 5. Rotational symmetry 6. Draw lines of symmetry 7. Count lines of symmetry
1.1.2:  How can I describe it? More Attributes of Polygons		1. Lines, line segments, and rays 2. Angle vocabulary
1.1.2:  How can I describe it? More Attributes of Polygons
1. Lines, line segments, and rays 2. Angle vocabulary
Section 1.2
1.2.1:  Can you predict the results? Making Predictions and Investigating Results
1.2.1:  Can you predict the results? Making Predictions and Investigating Results
1.2.2:  How can I predict the area? Perimeters and Areas of Enlarging Patterns		Area 1. Area of rectangles and squares Linear functions 2. Slope-intercept form: graph an equation 3. Write a linear function: word problems
1.2.2:  How can I predict the area? Perimeters and Areas of Enlarging Patterns
Area 1. Area of rectangles and squares Linear functions 2. Slope-intercept form: graph an equation 3. Write a linear function: word problems
1.2.3:  How can I express area? Area as a Product and a Sum		Area and perimeter 1. Add polynomials to find perimeter 2. Multiply two binomials using algebra tiles Linear and exponential functions 3. Identify linear and exponential functions from graphs
1.2.3:  How can I express area? Area as a Product and a Sum
Area and perimeter 1. Add polynomials to find perimeter 2. Multiply two binomials using algebra tiles Linear and exponential functions 3. Identify linear and exponential functions from graphs
1.2.4:  How can I describe a graph? Describing a Graph		Describe a graph 1. Identify linear functions from graphs and equations Congruence transformations 2. Sequences of congruence transformations: choose the sequence 3. Congruence transformations: mixed review
1.2.4:  How can I describe a graph? Describing a Graph
Describe a graph 1. Identify linear functions from graphs and equations Congruence transformations 2. Sequences of congruence transformations: choose the sequence 3. Congruence transformations: mixed review
Section 1.3
1.3.1:  What is the relationship? Angle Pair Relationships		1. Identify complementary, supplementary, vertical, adjacent, and congruent angles 2. Find measures of complementary, supplementary, vertical, and adjacent angles
1.3.1:  What is the relationship? Angle Pair Relationships
1. Identify complementary, supplementary, vertical, adjacent, and congruent angles 2. Find measures of complementary, supplementary, vertical, and adjacent angles
1.3.2:  What is the relationship? Angles Formed by Transversals
1.3.2:  What is the relationship? Angles Formed by Transversals
1.3.3:  What is the relationship? More Angles Formed by Transversals		Transversals of parallel lines 1. Transversals: name angle pairs 2. Transversals of parallel lines: find angle measures Polygon vocabulary 3. Polygon vocabulary
1.3.3:  What is the relationship? More Angles Formed by Transversals
Transversals of parallel lines 1. Transversals: name angle pairs 2. Transversals of parallel lines: find angle measures Polygon vocabulary 3. Polygon vocabulary
1.3.4:  What other relationships can I find? Angles and Sides of a Triangle		1. Triangle Angle-Sum Theorem 2. Angle-side relationships in triangles 3. Triangle Inequality Theorem
1.3.4:  What other relationships can I find? Angles and Sides of a Triangle
1. Triangle Angle-Sum Theorem 2. Angle-side relationships in triangles 3. Triangle Inequality Theorem

2	Chapter 2 Justification and Similarity
Section 2.1
2.1.1:  What information do I need? Triangle Congruence Theorems		Congruence and corresponding parts 1. Congruence statements and corresponding parts 2. Solve problems involving corresponding parts Triangle congruence 3. SSS and SAS Theorems 4. ASA and AAS Theorems 5. SSS, SAS, ASA, and AAS Theorems
2.1.1:  What information do I need? Triangle Congruence Theorems
Congruence and corresponding parts 1. Congruence statements and corresponding parts 2. Solve problems involving corresponding parts Triangle congruence 3. SSS and SAS Theorems 4. ASA and AAS Theorems 5. SSS, SAS, ASA, and AAS Theorems
2.1.2:  How can I organize by thinking? Flowcharts for Congruence
2.1.2:  How can I organize by thinking? Flowcharts for Congruence
2.1.3:  Can I reverse it? Converses		Logical statements 1. Identify hypotheses and conclusions 2. Counterexamples 3. Conditionals Systems of equations 4. Solve systems of linear equations
2.1.3:  Can I reverse it? Converses
Logical statements 1. Identify hypotheses and conclusions 2. Counterexamples 3. Conditionals Systems of equations 4. Solve systems of linear equations
2.1.4:  What if I assume the opposite is true? Proof by Contradiction
2.1.4:  What if I assume the opposite is true? Proof by Contradiction
Section 2.2
2.2.1:  What do these shapes have in common? Dilations		1. Dilations: graph the image 2. Dilations: find the coordinates 3. Dilations: find the scale factor 4. Dilations and parallel lines
2.2.1:  What do these shapes have in common? Dilations
1. Dilations: graph the image 2. Dilations: find the coordinates 3. Dilations: find the scale factor 4. Dilations and parallel lines
2.2.2:  How can I maintain the shape? Similarity		Similarity ratios and statements 1. Ratios in similar figures 2. Similarity statements Similar figures 3. Identify similar figures 4. Side lengths and angle measures in similar figures
2.2.2:  How can I maintain the shape? Similarity
Similarity ratios and statements 1. Ratios in similar figures 2. Similarity statements Similar figures 3. Identify similar figures 4. Side lengths and angle measures in similar figures
Section 2.3
2.3.1:  What information do I need? Conditions for Triangle Similarity
2.3.1:  What information do I need? Conditions for Triangle Similarity
2.3.2:  Are the triangles similar? Determining Similar Triangles		1. Similarity rules for triangles
2.3.2:  Are the triangles similar? Determining Similar Triangles
1. Similarity rules for triangles
2.3.3:  What can I do with similar triangles? Applying Similarity		Similar triangles 1. Similar triangles and indirect measurement Area of compound figures 2. Area of compound figures
2.3.3:  What can I do with similar triangles? Applying Similarity
Similar triangles 1. Similar triangles and indirect measurement Area of compound figures 2. Area of compound figures
2.3.4:  How can I justify it? Similar Triangle Proofs		1. Triangle Proportionality Theorem
2.3.4:  How can I justify it? Similar Triangle Proofs
1. Triangle Proportionality Theorem

3	Chapter 3 Probability and Trigonometry
Section 3.1
3.1.1:  How can I represent it? Using an Area Model
3.1.1:  How can I represent it? Using an Area Model
3.1.2:  How can I represent it? Using a Tree Diagram		1. Outcomes of compound events
3.1.2:  How can I represent it? Using a Tree Diagram
1. Outcomes of compound events
3.1.3:  What model should I use? Probability Models
3.1.3:  What model should I use? Probability Models
3.1.4:  What are the chances of both events? Unions, Intersections, and Complements		1. Theoretical probability 2. Calculate probabilities of events 3. Find probabilities using the addition rule
3.1.4:  What are the chances of both events? Unions, Intersections, and Complements
1. Theoretical probability 2. Calculate probabilities of events 3. Find probabilities using the addition rule
3.1.5:  How much can I expect to win? Expected Value		1. Expected values for a game of chance
3.1.5:  How much can I expect to win? Expected Value
1. Expected values for a game of chance
Section 3.2
3.2.1:  What patterns can I use? Constant Ratios in Right Triangles
3.2.1:  What patterns can I use? Constant Ratios in Right Triangles
3.2.2:  How important is the angle? Connecting Slope Ratios to Specific Angles		1. Find the slope of a graph
3.2.2:  How important is the angle? Connecting Slope Ratios to Specific Angles
1. Find the slope of a graph
3.2.3:  What if the angle changes? Expanding the Trig Table
3.2.3:  What if the angle changes? Expanding the Trig Table
3.2.4:  What about other right triangles? The Tangent Ratio
3.2.4:  What about other right triangles? The Tangent Ratio
3.2.5:  What if I can't measure it? Applying the Tangent Ratio
3.2.5:  What if I can't measure it? Applying the Tangent Ratio

4	Chapter 4 Factoring and More Trigonometry
Section 4.1
4.1.1:  How can I determine the product? Introduction to Factoring Expressions		1. Polynomial vocabulary 2. Factor quadratics using algebra tiles
4.1.1:  How can I determine the product? Introduction to Factoring Expressions
1. Polynomial vocabulary 2. Factor quadratics using algebra tiles
4.1.2:  Is there a faster method? Factoring with Area Models		1. Factor quadratics with leading coefficient 1
4.1.2:  Is there a faster method? Factoring with Area Models
1. Factor quadratics with leading coefficient 1
4.1.3:  How can I factor this? Factoring More Quadratics
4.1.3:  How can I factor this? Factoring More Quadratics
4.1.4:  Can it be factored further? Factoring Completely		1. Factor out a monomial 2. Factor quadratics with other leading coefficients
4.1.4:  Can it be factored further? Factoring Completely
1. Factor out a monomial 2. Factor quadratics with other leading coefficients
4.1.5:  How can I use the structure? Factoring Special Cases		1. Factor quadratics: special cases
4.1.5:  How can I use the structure? Factoring Special Cases
1. Factor quadratics: special cases
Section 4.2
4.2.1:  What if I know the hypotenuse? Sine and Cosine ratios		1. Trigonometric ratios: sin, cos, and tan 2. Trigonometric ratios with radicals: sin, cos, and tan
4.2.1:  What if I know the hypotenuse? Sine and Cosine ratios
1. Trigonometric ratios: sin, cos, and tan 2. Trigonometric ratios with radicals: sin, cos, and tan
4.2.2:  Which tool should I use? Selecting a Trig Tool		1. Trigonometric ratios: find a side length
4.2.2:  Which tool should I use? Selecting a Trig Tool
1. Trigonometric ratios: find a side length
4.2.3:  How can I determine the angle measure? Inverse Trigonometry		1. Trigonometric ratios: find an angle measure
4.2.3:  How can I determine the angle measure? Inverse Trigonometry
1. Trigonometric ratios: find an angle measure
4.2.4:  How can I use trig ratios? Trigonometric Applications
4.2.4:  How can I use trig ratios? Trigonometric Applications

5	Chapter 5 Quadratic Functions
Section 5.1
5.1.1:  How can I describe a parabola? Investigating the Graphs of Quadratic Functions		1. Characteristics of quadratic functions: graphs 2. Characteristics of quadratic functions: equations
5.1.1:  How can I describe a parabola? Investigating the Graphs of Quadratic Functions
1. Characteristics of quadratic functions: graphs 2. Characteristics of quadratic functions: equations
5.1.2:  What are the connections? Multiple Representations of Quadratic Functions		1. Complete a function table: quadratic functions
5.1.2:  What are the connections? Multiple Representations of Quadratic Functions
1. Complete a function table: quadratic functions
5.1.3:  How can I sketch it without a table? Zero Product Property		1. Solve a quadratic equation using square roots 2. Solve a quadratic equation using the zero product property 3. Solve a quadratic equation by factoring
5.1.3:  How can I sketch it without a table? Zero Product Property
1. Solve a quadratic equation using square roots 2. Solve a quadratic equation using the zero product property 3. Solve a quadratic equation by factoring
5.1.4:  What new connection can I make? Writing Equations for Quadratic Functions
5.1.4:  What new connection can I make? Writing Equations for Quadratic Functions
5.1.5:  What is the connection? Completing the Quadratic Web		1. Match quadratic functions and graphs
5.1.5:  What is the connection? Completing the Quadratic Web
1. Match quadratic functions and graphs
Section 5.2
5.2.1:  What do I know about the solutions? Perfect Square Equations		1. Simplify radical expressions
5.2.1:  What do I know about the solutions? Perfect Square Equations
1. Simplify radical expressions
5.2.2:  How can I make it a perfect square? Completing the Square		1. Complete the square
5.2.2:  How can I make it a perfect square? Completing the Square
1. Complete the square
5.2.3:  How can I generalize? More Completing the Square		1. Solve a quadratic equation by completing the square
5.2.3:  How can I generalize? More Completing the Square
1. Solve a quadratic equation by completing the square
5.2.4:  How else can I solve it? Introduction to the Quadratic Formula		1. Solve a quadratic equation using the quadratic formula
5.2.4:  How else can I solve it? Introduction to the Quadratic Formula
1. Solve a quadratic equation using the quadratic formula
5.2.5:  What can I use it? Solving and Applying Quadratic Equations
5.2.5:  What can I use it? Solving and Applying Quadratic Equations
5.2.6:  What are imaginary numbers? Introducing Complex Numbers		Complex numbers 1. Introduction to complex numbers 2. Add and subtract complex numbers 3. Multiply complex numbers 4. Powers of i Complex solutions 5. Solve a quadratic equation using square roots
5.2.6:  What are imaginary numbers? Introducing Complex Numbers
Complex numbers 1. Introduction to complex numbers 2. Add and subtract complex numbers 3. Multiply complex numbers 4. Powers of i Complex solutions 5. Solve a quadratic equation using square roots

6	Chapter 6 More Right Triangles
Section 6.1
6.1.1:  Is there a pattern? Special Right Triangles		1. Simplify radical expressions involving fractions
6.1.1:  Is there a pattern? Special Right Triangles
1. Simplify radical expressions involving fractions
6.1.2:  How can I use similar triangles? Pythagorean Triples
6.1.2:  How can I use similar triangles? Pythagorean Triples
6.1.3:  What connections can I make? Special Right Triangles and Trigonometry		1. Special right triangles
6.1.3:  What connections can I make? Special Right Triangles and Trigonometry
1. Special right triangles
6.1.4:  How can I rewrite it? Radicals and Fractional Exponents		1. Evaluate integers raised to rational exponents
6.1.4:  How can I rewrite it? Radicals and Fractional Exponents
1. Evaluate integers raised to rational exponents
Section 6.2
6.2.1:  How can I model it? At Your Service
6.2.1:  How can I model it? At Your Service
6.2.2:  What relationships can I use? Angles on a Pool Table
6.2.2:  What relationships can I use? Angles on a Pool Table
6.2.3:  What is the shortest distance? Shortest Distance Problems
6.2.3:  What is the shortest distance? Shortest Distance Problems
6.2.4:  Where does it come from? The Number System and Deriving the Quadratic Formula		1. Sort rational and irrational numbers 2. Classify rational and irrational numbers 3. Properties of operations on rational and irrational numbers
6.2.4:  Where does it come from? The Number System and Deriving the Quadratic Formula
1. Sort rational and irrational numbers 2. Classify rational and irrational numbers 3. Properties of operations on rational and irrational numbers
6.2.5:  How can I represent it? Using Algebra to Find a Maximum
6.2.5:  How can I represent it? Using Algebra to Find a Maximum
6.2.6:  How can I analyze it to make a decision? Analyzing a Game
6.2.6:  How can I analyze it to make a decision? Analyzing a Game

7	Chapter 7 Proof and Conditional Probability
Section 7.1
7.1.1:  What can I learn about quadrilaterals? Explore—Conjecture—Prove		Angles in quadrilaterals 1. Find missing angles in quadrilaterals Properties of quadrilaterals 2. Properties of parallelograms 3. Properties of squares and rectangles 4. Properties of trapezoids 5. Properties of kites
7.1.1:  What can I learn about quadrilaterals? Explore—Conjecture—Prove
Angles in quadrilaterals 1. Find missing angles in quadrilaterals Properties of quadrilaterals 2. Properties of parallelograms 3. Properties of squares and rectangles 4. Properties of trapezoids 5. Properties of kites
7.1.2:  What is special about a rhombus? Properties of Rhombi		1. Properties of rhombuses 2. Review: properties of quadrilaterals
7.1.2:  What is special about a rhombus? Properties of Rhombi
1. Properties of rhombuses 2. Review: properties of quadrilaterals
7.1.3:  How else can I write it? Two-Column Proofs		Proofs involving quadrilaterals 1. Proving a quadrilateral is a parallelogram 2. Proofs involving triangles and quadrilaterals 3. Proofs involving quadrilaterals Proofs involving parallel lines 4. Proofs involving parallel lines I 5. Proofs involving parallel lines II
7.1.3:  How else can I write it? Two-Column Proofs
Proofs involving quadrilaterals 1. Proving a quadrilateral is a parallelogram 2. Proofs involving triangles and quadrilaterals 3. Proofs involving quadrilaterals Proofs involving parallel lines 4. Proofs involving parallel lines I 5. Proofs involving parallel lines II
7.1.4:  What else can I prove? More Geometric Proofs		1. Proofs involving isosceles triangles
7.1.4:  What else can I prove? More Geometric Proofs
1. Proofs involving isosceles triangles
7.1.5:  How can I use other properties to prove? Using Similar Triangles to Prove Theorems		1. Proofs involving similarity in right triangles
7.1.5:  How can I use other properties to prove? Using Similar Triangles to Prove Theorems
1. Proofs involving similarity in right triangles
Section 7.2
7.2.1:  What does independence tell me? Conditional Probability and Independence		1. Find probabilities using two-way frequency tables 2. Find conditional probabilities using two-way frequency tables
7.2.1:  What does independence tell me? Conditional Probability and Independence
1. Find probabilities using two-way frequency tables 2. Find conditional probabilities using two-way frequency tables
7.2.2:  Is there another way to organize data? More Conditional Probability
7.2.2:  Is there another way to organize data? More Conditional Probability
7.2.3:  How can I pull it all together? Applications of Probability		1. Identify independent events 2. Find conditional probabilities 3. Independence and conditional probability
7.2.3:  How can I pull it all together? Applications of Probability
1. Identify independent events 2. Find conditional probabilities 3. Independence and conditional probability

8	Chapter 8 Polygons and Circles
Section 8.1
8.1.1:  What can I construct? Constructing Triangle Centers		1. Construct the circumcenter or incenter of a triangle 2. Construct the centroid or orthocenter of a triangle
8.1.1:  What can I construct? Constructing Triangle Centers
1. Construct the circumcenter or incenter of a triangle 2. Construct the centroid or orthocenter of a triangle
Section 8.2
8.2.1:  What is its measure? Angles of Polygons		1. Interior angles of polygons 2. Exterior angles of polygons 3. Review: interior and exterior angles of polygons
8.2.1:  What is its measure? Angles of Polygons
1. Interior angles of polygons 2. Exterior angles of polygons 3. Review: interior and exterior angles of polygons
8.2.2:  What is the area? Areas of Regular Polygons
8.2.2:  What is the area? Areas of Regular Polygons
Section 8.3
8.3.1:  How does the area change? Area Ratios of Similar Figures		1. Perimeters of similar figures 2. Areas of similar figures 3. Area and perimeter of similar figures
8.3.1:  How does the area change? Area Ratios of Similar Figures
1. Perimeters of similar figures 2. Areas of similar figures 3. Area and perimeter of similar figures
8.3.2:  How does the area change? Ratios of Similarity		1. Perimeter and area: changes in scale
8.3.2:  How does the area change? Ratios of Similarity
1. Perimeter and area: changes in scale
Section 8.4
8.4.1:  What if it has infinitely many sides? A Special Ratio
8.4.1:  What if it has infinitely many sides? A Special Ratio
8.4.2:  What is the relationship? Arcs and Sectors		1. Arc length 2. Radians and arc length 3. Area of sectors
8.4.2:  What is the relationship? Arcs and Sectors
1. Arc length 2. Radians and arc length 3. Area of sectors
8.4.3:  How can I use it? Circles in Context		1. Convert between radians and degrees
8.4.3:  How can I use it? Circles in Context
1. Convert between radians and degrees

9	Chapter 9 Modeling with Functions
Section 9.1
9.1.1:  How can an equation help me predict? Modeling Nonlinear Data
9.1.1:  How can an equation help me predict? Modeling Nonlinear Data
9.1.2:  How can I shift and stretch a parabola? Parabola Investigation		1. Transformations of quadratic functions
9.1.2:  How can I shift and stretch a parabola? Parabola Investigation
1. Transformations of quadratic functions
9.1.3:  What does the equation reveal? Graphing Form of a Quadratic Function		1. Graph a quadratic function 2. Convert equations of parabolas from general to vertex form
9.1.3:  What does the equation reveal? Graphing Form of a Quadratic Function
1. Graph a quadratic function 2. Convert equations of parabolas from general to vertex form
9.1.4:  Can I transform other functions? Transforming the Absolute Value Function		1. Graph an absolute value function 2. Transformations of absolute value functions
9.1.4:  Can I transform other functions? Transforming the Absolute Value Function
1. Graph an absolute value function 2. Transformations of absolute value functions
Section 9.2
9.2.1:  How can I solve quadratic inequalities? Quadratic Applications with Inequalities		1. Graph solutions to quadratic inequalities 2. Solve quadratic inequalities
9.2.1:  How can I solve quadratic inequalities? Quadratic Applications with Inequalities
1. Graph solutions to quadratic inequalities 2. Solve quadratic inequalities
9.2.2:  How can I determine the intersections? Solving Systems of Equations		1. Solve a system of linear and quadratic equations: parabolas
9.2.2:  How can I determine the intersections? Solving Systems of Equations
1. Solve a system of linear and quadratic equations: parabolas
Section 9.3
9.3.1:  How fast is it going? Average Rate of Change and Projectile Motion
9.3.1:  How fast is it going? Average Rate of Change and Projectile Motion
9.3.2:  Which function always wins? Comparing the Growth of Functions
9.3.2:  Which function always wins? Comparing the Growth of Functions
9.3.3:  Can I build a function piece by piece? Piecewise-Defined Functions
9.3.3:  Can I build a function piece by piece? Piecewise-Defined Functions
9.3.4:  How else can I build a new function? Combining Functions		1. Add and subtract functions 2. Multiply functions
9.3.4:  How else can I build a new function? Combining Functions
1. Add and subtract functions 2. Multiply functions
Section 9.4
9.4.1:  How can I "undo" a function? Inverse Functions		1. Find the inverse of a linear function
9.4.1:  How can I "undo" a function? Inverse Functions
1. Find the inverse of a linear function

10	Chapter 10 Circles and More
Section 10.1
10.1.1:  What is the equation? The Equation of a Circle		Properties of a circle 1. Find the center of a circle 2. Find the radius or diameter of a circle Standard form 3. Write equations of circles in standard form from graphs 4. Write equations of circles in standard form using properties 5. Graph circles from equations in standard form
10.1.1:  What is the equation? The Equation of a Circle
Properties of a circle 1. Find the center of a circle 2. Find the radius or diameter of a circle Standard form 3. Write equations of circles in standard form from graphs 4. Write equations of circles in standard form using properties 5. Graph circles from equations in standard form
10.1.2:  How can I find the center and radius? Completing the Square for Equations of Circles		General form 1. Find properties of circles from equations in general form 2. Graph circles from equations in general form Convert between forms of equations 3. Convert equations of circles from general to standard form
10.1.2:  How can I find the center and radius? Completing the Square for Equations of Circles
General form 1. Find properties of circles from equations in general form 2. Graph circles from equations in general form Convert between forms of equations 3. Convert equations of circles from general to standard form
10.1.3:  How can I graph it? The Geometric Definition of a Parabola
10.1.3:  How can I graph it? The Geometric Definition of a Parabola
Section 10.2
10.2.1:  How far across is it? Introduction to Chords
10.2.1:  How far across is it? Introduction to Chords
10.2.2:  What is the relationship? Angles and Arcs		1. Central angles and arc measures 2. Circle measurements: mixed review 3. Arcs and chords 4. Inscribed angles
10.2.2:  What is the relationship? Angles and Arcs
1. Central angles and arc measures 2. Circle measurements: mixed review 3. Arcs and chords 4. Inscribed angles
10.2.3:  What more can I learn about circles? Chords and Angles		1. Angles in inscribed quadrilaterals I 2. Angles in inscribed quadrilaterals II
10.2.3:  What more can I learn about circles? Chords and Angles
1. Angles in inscribed quadrilaterals I 2. Angles in inscribed quadrilaterals II
10.2.4:  What is the relationship? Tangent Lines		1. Tangent lines 2. Construct a tangent line to a circle
10.2.4:  What is the relationship? Tangent Lines
1. Tangent lines 2. Construct a tangent line to a circle
10.2.5:  What is the relationship? Tangents and Arcs
10.2.5:  What is the relationship? Tangents and Arcs

11	Chapter 11 Solids
Section 11.1
11.1.1:  How can I measure it? Prisms and Cylinders		1. Surface area of prisms and cylinders 2. Volume of prisms and cylinders
11.1.1:  How can I measure it? Prisms and Cylinders
1. Surface area of prisms and cylinders 2. Volume of prisms and cylinders
11.1.2:  How does the volume change? Volumes of Similar Solids
11.1.2:  How does the volume change? Volumes of Similar Solids
11.1.3:  How does the volume change? Ratios of Similarity
11.1.3:  How does the volume change? Ratios of Similarity
Section 11.2
11.2.1:  How can I measure it? Volume of a Pyramid
11.2.1:  How can I measure it? Volume of a Pyramid
11.2.2:  What if it is a cone? Surface Area and Volume of a Cone		Pyramids and cones 1. Surface area of pyramids and cones 2. Volume of pyramids and cones Similar solids 3. Similar solids: find the missing length 4. Surface area and volume of similar solids 5. Surface area and volume: changes in scale
11.2.2:  What if it is a cone? Surface Area and Volume of a Cone
Pyramids and cones 1. Surface area of pyramids and cones 2. Volume of pyramids and cones Similar solids 3. Similar solids: find the missing length 4. Surface area and volume of similar solids 5. Surface area and volume: changes in scale
11.2.3:  What is the relationship? Surface Area and Volume of a Sphere		1. Surface area of spheres 2. Volume of spheres
11.2.3:  What is the relationship? Surface Area and Volume of a Sphere
1. Surface area of spheres 2. Volume of spheres

12	Chapter 12 Counting and Closure
Section 12.1
12.1.1:  What if the sample space is very large? The Fundamental Counting Principle		1. Counting principle
12.1.1:  What if the sample space is very large? The Fundamental Counting Principle
1. Counting principle
12.1.2:  How can I count arrangements? Permutations		1. Permutations
12.1.2:  How can I count arrangements? Permutations
1. Permutations
12.1.3:  How many groups are possible? Combinations		1. Permutation and combination notation
12.1.3:  How many groups are possible? Combinations
1. Permutation and combination notation
12.1.4:  What kind of counting problem is this? Categorizing Counting Problems
12.1.4:  What kind of counting problem is this? Categorizing Counting Problems
Section 12.2
12.2.1:  What is the probability? Using Geometry to Calculate Probabilities		1. Geometric probability
12.2.1:  What is the probability? Using Geometry to Calculate Probabilities
1. Geometric probability
12.2.2:  How can I model it? Choosing a Model		1. Find the equation of a regression line 2. Interpret regression lines 3. Analyze a regression line of a data set
12.2.2:  How can I model it? Choosing a Model
1. Find the equation of a regression line 2. Interpret regression lines 3. Analyze a regression line of a data set
12.2.3:  What is special about this ratio? The Golden Ratio
12.2.3:  What is special about this ratio? The Golden Ratio
12.2.4:  What are my chances of winning? Some Challenging Probability Problems		1. Find probabilities using combinations and permutations
12.2.4:  What are my chances of winning? Some Challenging Probability Problems
1. Find probabilities using combinations and permutations

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