386 results on '"Pythagorean Theorem"'
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2. Using Tools to Make Sense of Right Triangles
3. [December Calendar]
4. Feedback
5. The Theorem of Cosines for Pyramids
6. History or Heritage? An Important Distinction in Mathematics and for Mathematics Education
7. Exploring Triangles
8. Proof Without Words: The Pythagorean Theorem
9. The Search for Hidden Structure
10. Maddie and the 3 × 5 Note Card
11. Proof Without Words: Pythagorean Theorem via Ptolemy’s Theorem
12. Extending Two Classic Proofs of the Pythagorean Theorem to the Law of Cosines
13. More Grade School Triangles
14. A Unified Pythagorean Theorem in Euclidean, Spherical, and Hyperbolic Geometries
15. Creating Mathematical Lessons Using TED-Ed
16. How Did Pythagoras Get into Calvin's Homework?
17. On Generalizing the Pythagorean Theorem
18. Non-Euclidean III.36
19. An Extension of the Results of Servais and Cramer on Odd Perfect and Odd Multiply Perfect Numbers
20. A Generalized Parallelogram Law
21. The Pythagorean Theorem: II. The Infinite Discrete Case
22. The Pythagorean Theorem: I. The Finite Case
23. President Garfield and the Pythagorean Theorem
24. Dissecting Squares
25. 85.28 More Properties of Pythagorean Triples
26. The 2500-Year-Old Pythagorean Theorem
27. Beyond Monge's Theorem: A Generalization of the Pythagorean Theorem
28. Regular Polygons on Sides of Special Triangles
29. The Hyperbolic Pythagorean Theorem in the Poincare Disc Model of Hyperbolic Geometry
30. Cycloidal Areas without Calculus
31. A Note on the Gelfand-Mazur Theorem
32. "Rational Diameters" and the Discovery of Incommensurability
33. Evaluating Mathematics Videotapes for Use in the Classroom
34. Some Recent Discoveries in Elementary Geometry
35. Deflationism and the Derivation Game
36. A Note on the Pythagorean Theorem of Baseball Production
37. Patterns and Puzzles for Pyramids and Prisms
38. 80.41 A Triangular Analogue of the Pythagorean Theorem
39. Multinomial Expansions and the Pythagorean Theorem
40. k-Volume in R n and the Generalized Pythagorean Theorem
41. [February Calendar]
42. Leonardo da Vinci’s Proof of the Pythagorean Theorem
43. A New and Rather Long Proof of the Pythagorean Theorem by Way of a Proposition on Isosceles Triangles
44. Reader Reflections
45. Triangles with Integer Dimensions
46. A Proof of The Pythagorean Theorem After Descartes
47. One-Glance(ish) Proofs of Pythagoras′ Theorem for 60-Degree and 120-Degree Triangles
48. Fields on the Bottom
49. A Historical Twist on Problems of the Week
50. Pythagoras via Cavalieri
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