Chapter 10
Parametric and Polar Equations

Week of March 31
Monday, March 31 - Parametric Equations (Applications of Derivatives)

• Practice 1 & Practice 2
• Extra Practice: Intro to Parametric and Vector Calculus (#1-3, 5, 8, 9, 11a, 12 (skip b), 14-16) - Answer Key

Tuesday, April 1 - Parametric Equations (Second Derivative and Arc Length)

• Second Derivatives Worksheet & Arc Length Worksheet
• Extra Practice: ​Parametric and Vector Accumulation Packet (Skip #1 and 5) - Answer Key

Wednesday, April 2 - Vectors and Review

• Vector Particle Motion Worksheet
• Parametric AP Free Response Questions + Answer Key​

Thursday, April 3 - Intro to Polar Coordinates

• Review Basics of Polar Coordinates w/ Desmos Exploration

Friday, April 4 - Polar Functions

• Converting to Rectangular Coordinates

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Week of April 7
Monday, April 7 - Polar Derivatives

• Practice A & Practice B
• Optional Extra Practice: Polar Intro and Derivatives Worksheet (#3, 4, 7-11 all) - Answer Key
• Polar Area Notes

Tuesday, April 8 - ​Area Bounded by One Polar Curve

• Polar Area Notes
• Practice A & Practice B​

Wednesday, April 9 - No Class

• SAT Testing

Thursday, April 10 - Area Bounded by One Polar Curve

• Practice A & Practice B​

Friday, April 11 - Area Bounded by Two Polar Curves

• One Curve: Polar Area Packet #1, 3, 6, 7 - Answer Key
• Two Curves: Polar Area Packet #9, 10, 14, 15, 17, 19-21 all - Answer Key

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Week of April 14
Monday, April 14 - Review

• Polar AP Free Response Questions + Answer Key
• Polar Questions Circuit

​Tuesday, April 15 - Review

• AP FRQ Review + Answer Key​

Wednesday, April 16 - Review

• AP MC Review + Answer Key
• Extra Review - Answer Key

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Thursday, April 17 - Test

• Ch. 10 Test

Friday, April 18 - No School

• ​No School

AP Standards for Chapter 10
9.1 Defining and Differentiating Parametric Equations
9.2 Second Derivatives of Parametric Equations
9.3 Finding Arc Lengths of Curves Given by Parametric Equations
9.4 Defining and Differentiating Vector Valued Functions
9.5 Integrating Vector Valued Functions
9.6 Solving Motion Problems Using Parametric and Vector Valued Functions
9.7 Defining Polar Coordinates and Differentiating in Polar Form
9.8 Find the Area of a Polar Region or the Area Bounded by a Single Polar Curve
​9.9 Finding the Area of the Region Bounded by Two Polar Curves