Geometry Proofs - An online archive?

In summary, Geometry Proofs - An online archive serves as a comprehensive collection of geometry proofs for students and teachers. The proofs are organized by topic and level of difficulty, and all have been verified and deemed accurate by a team of experts. Users can also contribute their own proofs for consideration, making it suitable for all levels of geometry students.
  • #1
mattmns
1,128
6
Are there any sites that have most of the popular geometry proofs? Thanks.
 
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  • #2
http://www.google.com/Top/Science/Math/Geometry/
Browse away!

-- AI
 
Last edited by a moderator:
  • #3
booo hisss, this is like having a magic book explaining how all the tricks are done.
 

FAQ: Geometry Proofs - An online archive?

What is the purpose of Geometry Proofs - An online archive?

The purpose of Geometry Proofs - An online archive is to provide a comprehensive collection of geometry proofs for students and teachers to reference. It serves as a helpful tool for understanding the logic and reasoning behind geometric concepts and how they are proven.

How are the proofs organized in Geometry Proofs - An online archive?

The proofs in Geometry Proofs - An online archive are organized by topic and level of difficulty. Users can easily navigate through the archive to find the specific proof they are looking for.

Are the proofs in Geometry Proofs - An online archive verified and accurate?

Yes, all proofs in Geometry Proofs - An online archive have been thoroughly checked and verified by a team of experts. They are accurate and follow the standard conventions of geometric proofs.

Can users contribute their own proofs to Geometry Proofs - An online archive?

Yes, users can submit their own proofs to be considered for inclusion in Geometry Proofs - An online archive. These submissions will go through a review process before being added to the archive.

Is Geometry Proofs - An online archive suitable for all levels of geometry students?

Yes, Geometry Proofs - An online archive is suitable for all levels of geometry students. It includes proofs for basic geometric concepts as well as more advanced topics, making it a valuable resource for students of all levels.

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