Parametric Equations, Polar Coordinates and Vector-Valued Functions - Unit 9 - AP Calculus BC

This video provides a quick revision of Unit 9 of AP Calculus BC on Parametric Equations, Polar Coordinates and Vector-Valued Functions in under 30 mins, using worked examples to reinforce the concepts you learned in class.

Parametric Equations, Polar Coordinates and Vector-Valued Functions is also a topic covered in Calculus 2.

Fast Revision (under 30 mins)
9 Topics
Worked Examples

Be sure to pause the video before you attempt each practice problem and post your questions in the comments.

Topics Covered:
9.1 Defining and Differentiating Parametric Equations
9.2 Parametric Equations, Second Derivative
9.3 Arc Length of Parametric Curves
9.4 Vector-Valued Functions, Definition, Derivatives
9.5 Vector-Valued Functions, Integration
9.6 Vector-Valued Functions, Solving Motion Problems
9.7 Polar Coordinates Definition, Differentiation
9.8 Area of Bounded Polar Region, Single Polar Curve
9.9 Area of Polar Region between Two Polar Curves

Alternatively, you can skip over to each individual topic using the following playlist https://youtube.com/playlist?list=PLm_WLG6GdV3uE_wrw-hCHBPCPX3DvUX8b

This video is part of Unit 9 of AP Calculus BC on Parametric Equations, Polar Coordinates and Vector-Valued Functions.

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