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- 01-What Are Proofs, and How Do I Do Them.mp4 368.6 MB
- 02-The Root of Proof—A Brief Look at Geometry.mp4 354.7 MB
- 03-The Building Blocks—Introduction to Logic.mp4 352.4 MB
- 04-More Blocks—Negations and Implications.mp4 350.1 MB
- 05-Existence and Uniqueness—Quantifiers.mp4 347.2 MB
- 06-The Simplest Road—Direct Proofs.mp4 354.3 MB
- 07-Let’s Go Backward—Proofs by Contradiction.mp4 355.7 MB
- 08-Let’s Go Both Ways—If-and-Only-If Proofs.mp4 359.8 MB
- 09-The Language of Mathematics—Set Theory .mp4 350.5 MB
- 10-Bigger and Bigger Sets—Infinite Sets.mp4 371.7 MB
- 11-Mathematical Induction.mp4 354.2 MB
- 12-Deeper and Deeper—More Induction.mp4 358.2 MB
- 13-Strong Induction and the Fibonacci Numbers.mp4 351.9 MB
- 14-I Exist Therefore I Am—Existence Proofs.mp4 360.3 MB
- 1431 Prove It.pdf 2.1 MB
- 15-I Am One of a Kind—Uniqueness Proofs.mp4 352.5 MB
- 16-Let Me Count the Ways—Enumeration Proofs.mp4 361.5 MB
- 17-Not True! Counterexamples and Paradoxes.mp4 346.0 MB
- 18-When 1 = 2—False Proofs.mp4 363.4 MB
- 19-A Picture Says It All—Visual Proofs.mp4 365.5 MB
- 20-The Queen of Mathematics—Number Theory.mp4 331.4 MB
- 21-Primal Studies—More Number Theory.mp4 358.8 MB
- 22-Fun with Triangular and Square Numbers.mp4 348.0 MB
- 23-Perfect Numbers and Mersenne Primes.mp4 356.1 MB
- 24-Let’s Wrap It Up—The Number e.mp4 369.7 MB
- Velleman-How to prove it.pdf 2.6 MB
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