Difference between revisions of "Geometry/Intermediate"

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The following topics provide a good study of intermediate [[geometry]].
  
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* [[3D Geometry]]
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* [[Angle bisector theorem]]
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* [[Area]]
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* [[Mass Point Geometry]]
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* [[Menelaus' Theorem]]
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* [[Ptolemy's Theorem]]
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* [[Cyclic quadrilateral]]s
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* [[Stewart's Theorem]]
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* [[Ceva's Theorem]]
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* [[Trigonometry]]
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== Resources ==
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=== Books ===
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* [http://www.amazon.com/exec/obidos/ASIN/0486691543/artofproblems-20 Challenging Problems in Geometry] -- A good book for students who already have a solid handle on elementary geometry.
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* [http://www.amazon.com/exec/obidos/ASIN/0883856190/artofproblems-20 Geometry Revisited] -- A classic.
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See [[math books]] for more texts.
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* Intermediate Geometry -- A book on Intermediate Geometry that is indefinitely postponed.
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=== Classes ===
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* The [http://www.artofproblemsolving.com/Classes/AoPS_C_WOOT.php Worldwide Online Olympiad Training (WOOT) Program] -- Intermediate to Olympiad training in a variety of subjects, including geometry.
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* Many summer programs have Intermediate Geometry classes.
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== See also ==
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* [[Geometry/Introduction | Introductory Geometry]]
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* [[Geometry/Olympiad | Olympiad Geometry]]
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[[Category:Geometry]]
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[[Category:Intermediate Mathematics Topics]]

Latest revision as of 16:25, 18 May 2021

The following topics provide a good study of intermediate geometry.


Resources

Books

See math books for more texts.

  • Intermediate Geometry -- A book on Intermediate Geometry that is indefinitely postponed.

Classes

See also