Difference between revisions of "Geometry/Intermediate"
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== See also == | == See also == | ||
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* [[Geometry/Introduction | Introductory Geometry]] | * [[Geometry/Introduction | Introductory Geometry]] | ||
* [[Geometry/Olympiad | Olympiad Geometry]] | * [[Geometry/Olympiad | Olympiad Geometry]] | ||
Latest revision as of 16:25, 18 May 2021
The following topics provide a good study of intermediate geometry.
- 3D Geometry
- Angle bisector theorem
- Area
- Mass Point Geometry
- Menelaus' Theorem
- Ptolemy's Theorem
- Cyclic quadrilaterals
- Stewart's Theorem
- Ceva's Theorem
- Trigonometry
Contents
Resources
Books
- Challenging Problems in Geometry -- A good book for students who already have a solid handle on elementary geometry.
- Geometry Revisited -- A classic.
See math books for more texts.
- Intermediate Geometry -- A book on Intermediate Geometry that is indefinitely postponed.
Classes
- The Worldwide Online Olympiad Training (WOOT) Program -- Intermediate to Olympiad training in a variety of subjects, including geometry.
- Many summer programs have Intermediate Geometry classes.
