Multivariate Calculus · General · Parametric Equations and Polar Coordinates
Multivariable Calculus: Parametric Equations and Polar Coordinates flashcards
Parametric curves, polar coordinates and conic sections from multivariable calculus.. 22 cards to learn: tap one to flip it.
The cards
Where this deck sits in the curriculum
- Course
- Multivariate Calculus
- Level
- General
- Unit
- Parametric Equations and Polar Coordinates (opens in a new tab)
- SCED code
- 02122
- Textbook
- Calculus Volume 3
The course and its code come from SCED, the US federal list of school courses. The unit is a chapter of a free OpenStax textbook. Flash Feed is not affiliated with either.
How this deck was checked
On 2026-11-03, every card was compared with a primary source and with a second source from a different publisher. The comparison was done automatically, not by a teacher, so a card can still be wrong. Flash Feed is not affiliated with any source named here.
Sources
Total: 13 · primary: 2 · second publisher: 11
- Primary source Calculus Volume 3, Chapter 1 Key Terms (opens in a new tab) (OpenStax, Rice University, openstax.org)
- Primary source Calculus Volume 3, Chapter 1 Key Concepts (opens in a new tab) (OpenStax, Rice University, openstax.org)
- Second source Wikipedia: Parametric equation (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Eccentricity (mathematics) (opens in a new tab) (Wikipedia, en.wikipedia.org)
Show the other sources (9)
- Second source Wikipedia: Arc length (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Ellipse (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Cycloid (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Space-filling curve (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Polar coordinate system (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Cardioid (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Limaçon (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Rose (mathematics) (opens in a new tab) (Wikipedia, en.wikipedia.org)
- Second source Wikipedia: Conic section (opens in a new tab) (Wikipedia, en.wikipedia.org)
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