
Unit 1 Review (Lessons 1.1-1.9)
Unit 0: Prerequisites
Day 1: The Cartesian Plane
Day 2: Equations of Circles
Day 3: Solving Equations in Multiple Representations
Day 4: Reasoning with Formulas
Day 5: Linear Relationships
Day 6: Linear Relationships (Reasoning with Slope)
Day 7: Set Notation and Interval Notation
Day 8: Unit 0 Review
Day 9: Unit 0 Test
Unit 1: Functions
Day 1: Functions and Function Notation
Day 2: Domain and Range
Day 3: Rates of Change and Graph Behavior
Day 4: Parent Functions
Day 5: Transformations of Functions
Day 6: Transformations of Functions
Day 7: Even and Odd Functions
Day 8: Quiz (Sections 1.1-1.6)
Day 9: Combinations of Functions
Day 10: Composition of Functions
Day 11: Inverse Functions
Day 12: Inverse Functions
Day 13: Piecewise Functions
Day 14: Unit 1 Review
Day 15: Unit 1 Test
Unit 2: Polynomial and Rational Functions
Day 1: Connecting Quadratics
Day 2: Completing the Square
Day 3: Polynomials in the Short Run
Day 4: Polynomials in the Long Run
Day 5: Review 2.1-2.4
Day 6: Factor and Remainder Theorem
Day 7: Factor and Remainder Theorem
Day 8: Complex Zeros
Day 9: Connecting Zeros Across Multiple Representations
Day 10: Quiz (Sections 2.3-2.5)
Day 11: Intro to Rational Functions
Day 12: Rational Functions: Zeros, Holes, and Vertical Asymptotes
Day 13: Unit 2 Review
Day 14: Unit 2 Test
Unit 3: Exponential and Logarithmic Functions
Day 1: Exponential Functions
Day 2: Graphs of Exponential Functions
Day 3: Compound Interest and an Introduction to "e"
Day 4: Quiz (Sections 3.1-3.3)
Day 5: Logarithmic Functions
Day 6: Graphs of Logarithmic Functions
Day 7: Logarithm Properties
Day 8: Solving Exponential and Logarithmic Equations
Day 9: Exponential and Logarithmic Models
Day 10: Unit 3 Review
Day 11: Unit 3 Test
Unit 4: Trigonometric Functions
Day 1: Right Triangle Trigonometry
Day 2: Inverse Trig Ratios
Day 3: Radians and Degrees
Day 4: The Unit Circle
Day 5: The Unit Circle
Day 6: Other Trig Functions
Day 7: Quiz (Sections 4.1-4.4)
Day 8: Graphs of Sine and Cosine
Day 9: Transformations of Sine and Cosine
Day 10: Graphing Secant and Cosecant
Day 11: Graphing Tangent and Cotangent
Day 12: Quiz (Sections 4.5-4.6)
Day 13: Inverse Trig Functions
Day 14: Trigonometric Modeling
Day 15: Trigonometric Identities
Day 16: Unit 4 Review
Day 17: Unit 4 Review
Day 18: Unit 4 Test
Unit 5: Applications of Trigonometry
Day 1: Law of Sines
Day 2: The Ambiguous Case (SSA)
Day 3: Law of Cosines
Day 4: Area and Applications of Laws
Day 5: Vectors
Day 6: Review
Day 7: Quiz (Sections 5.1-5.4)
Day 8: Polar Coordinates
Day 9: Equations in Polar and Cartesian Form
Day 10: Polar Graphs
Day 11: Polar Graphs
Day 12: Checkpoint Review
Day 13: Checkpoint (Sections 5.5-5.7)
Day 14: Parametric Equations
Day 15: Parametric Equations (With Trig)
Day 16: Unit 5 Review
Day 17: Unit 5 Test
Unit 6: Systems of Equations
Day 1: What is a Solution?
Day 2: Solving Systems with Substitution
Day 3: Solving Systems with Elimination
Day 4: Quiz (Sections 6.1-6.3)
Day 5: Solving Systems in Three Variables
Day 6: Solving Systems in Three Variables
Day 7: Partial Fractions
Day 8: Unit 6 Review
Day 9: Unit 6 Test
Unit 7: Sequences and Series
Day 1: Introducing Sequences
Day 2: Using Sequences and Series to Describe Patterns
Day 3: Arithmetic Sequences and Series
Day 4: Review
Day 5: Quiz (Sections 7.1-7.2)
Day 6: Geometric Sequences and Finite Series
Day 7: Infinite Geometric Sequences and Series
Day 8: Proof by Induction
Day 9: Proof by Induction
Day 10: Quiz (Sections 7.3-7.4)
Day 11: Review Unit 7
Day 12: Unit 7 Test
Unit 8: Limits
Day 1: What is a Limit?
Day 2: Evaluating Limits Graphically
Day 3: Evaluating Limits Analytically
Day 4: Evaluating Limits Analytically
Day 5: Evaluating Limits Analytically
Day 6: Review
Day 7: Quiz (Sections 8.1-8.2)
Day 8: Continuity
Day 9: Continuity
Day 10: Intermediate Value Theorem
Day 11: Intermediate Value Theorem
Day 12: Review
Day 13: Quiz (Sections 8.3-8.4)
Day 14: Limits at Infinity
Day 15: Review Unit 8
Day 16: Unit 8 Test
Unit 9: Derivatives
Day 1: Introduction to Derivatives
Day 2: Average versus Instantaneous Rates of Change
Day 3: Calculating Instantaneous Rate of Change
Day 4: Calculating Instantaneous Rate of Change
Day 5: The Derivative Function
Day 6: The Derivative Function
Day 7: Review
Day 8: Quiz (Sections 9.1-9.3)
Day 9: Derivative Shortcuts
Day 10: Differentiability
Day 11: Connecting f and f’
Day 12: Connecting f and f’
Day 13: Review
Day 14: Quiz (Sections 9.4-9.6)
Day 15: Derivatives of Sine and Cosine
Day 16: Product Rule
Day 17: The Quotient Rule
Day 18: Review
Day 19: Quiz (Sections 9.7-9.9)
Day 20: Unit 9 Review
Day 21: Unit 9 Test
Unit 10: (Optional) Conic Sections
Day 1: Intro to Conic Sections
Day 2: Parabolas
Day 3: Parabolas
Day 4: Quiz (Sections C.1-C.2)
Day 5: Ellipses
Day 6: Ellipses
Day 7: Hyperbolas
Day 8: Hyperbolas
Day 9: Unit C Review
Day 10: Unit C Test
Learning Targets
Connect ideas from multiple lessons
Review key skills from unit 1
Tasks/Activity | Time |
---|---|
Explain Trashketball Activity | 5 minutes |
Play Trashketball | 30 minutes |
Questions/Homework | 10 minutes |
Activity: Trashketball Review
Lesson Handouts
Media Locked
Media Locked
Answer Key
Media Locked

Experience First
Today students will review the big ideas of unit 1 in an engaging, fast-paced, collaborative activity. To set-up the game, you will need to print several copies of the activity page (corresponding to the number of groups you have) and cut up the questions and sort them into piles. Have students in groups of 3-4. Arrange the piles at a central location at the front of the room where you will be sitting such as your desk or a table. You will also need two waste baskets one closer and one further away, and some way to mark where students will stand (we use a yardstick). Each team will send up one group member and grab a problem from your desk. The order that they take the problems does not matter, and groups do not have to solve them in the same order. The lettering on the questions allows groups to keep track of which ones they already solved. The student will bring the paper back to their group and they will solve it together. When they are done they return the paper to you and you tell them either “Yes” or “No” depending on if they got the problem correct or not. Do not give further clues on where they made a mistake if you gave them a ‘No’, simply send them back to their group to try again. If the student got a ‘Yes’, they get to line up, crumple up their piece of paper and try to make a basket. If they make it into the closer basket they get 3 points for their team. If they make it into the further basket, they get 5 points for their team. If they miss both baskets, they can still get 1 pt for getting the question correct. We have students keep track of points on the front whiteboard. The student then sits down and sends a different group member to grab the next problem. We insist that groups rotate who they send up to pick up the problem and attempt the shot. At the end of the time period, whichever team has the most points wins.
Formalize Later
Questions in this activity range in difficulty. Some questions review procedural skills that tend to be tricky for students while others connect ideas from multiple lessons. You may wish to make all the questions available later for students who want to use them to review. Setting aside 10 minutes at the end of class to go over more challenging questions is a good idea.