Mr. Rizzi - Stoney Creek High School
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  • AP Calculus BC
    • Parametric and Polar (Ch 10)
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      • Limits (Ch. 1)
      • Differentiation (Ch. 2)
      • Applications of Derivatives (Ch. 3)
      • Integration (Ch. 4)
      • Logs, Exponentials, and Other Transcendentals (Ch. 5)
      • Differential Equations (Ch. 6)
      • Applications of Integration (Ch. 7)
      • Integration Techniques, L'Hopital's Rule, and Improper Integrals (Ch. 8)
      • Infinite Series (Ch. 9)
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Chapter 10
Parametric and Polar Equations

Week of April 3
Monday, April 3 - Parametric Equations (Applications of Derivatives)
  • Intro to Parametric and Vector Calculus (#1-3, 5, 8, 9, 11a, 12 (skip b), 14-16) - Answer Key

Tuesday, April 4 - Parametric Equations (Arc Length)
  • ​Parametric and Vector Accumulation Packet (Skip #1 and 5) - Answer Key

Wednesday, April 5 - Review
  • Parametric AP Free Response Questions + Answer Key​

Thursday, April 6 - Intro to Polar Coordinates
  • Review Basics of Polar Coordinates

Friday, April 7 - No School
  • No School​

Week of April 10
Monday, April 10 - Polar Derivatives
  • Polar Intro and Derivatives Worksheet (#3, 4, 7-11 all) - Answer Key

Tuesday, April 11 - ​Area Bounded by One Polar Curve
  • Polar Area Notes
  • Polar Area Packet #3, 6, 9, 10, 15 - Answer Key

Wednesday, April 12 - No Class
  • SAT Testing

Thursday, April 13 - Area Bounded by Two Polar Curves
  • In Class: Polar Area Packet #17, 19-21 all - Answer Key

Friday, April 14 - Review
  • Polar AP Free Response Questions + Answer Key

Week of April 17
Monday, April 17 - No School
  • Teacher Professional Development

​Tuesday, April 18 - Review
  • Polar Questions Circuit

Wednesday, April 19 - Review
  • AP MC Review + Answer Key
  • AP FRQ Review + Answer Key
​
Thursday, April 20 - Test​
  • Ch. 10 Test​
AP Standards for Chapter 10
Applications of Derivatives
  • Analysis of planar curves given in parametric form, polar form, and vector form, including velocity and acceleration.
  • Derivatives of parametric, polar, and vector functions.
Applications of Integrals
  • Finding the area of a region bounded by polar curves
  • Finding the length of a curve given in parametric form
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