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0:15:28
If a set is connected, its closure must be connected (proof)
0:13:06
Weierstrass Approximation Theorem (Constructive Proof)
0:31:42
Brouwer and Schauder Fixed Point Theorems (With Proof)
0:20:35
The union of a sequence with its limit point is closed (proof sketch)
0:03:21
clocks & strawberries
0:02:34
brok en.
0:02:00
wait!
0:01:02
3AM
0:01:57
lighn!ng
0:07:03
why is e irrational? (a mathsheetz presentation)
0:06:56
Ethical Soy - Final Presentation
0:08:37
MATHSHEETZ - COMPLEX ANALYSIS NEW DROP
0:20:14
lagrange interpolation formula (with proof)
0:26:22
electric field of a uniformly charged sphere (coulomb + gauss law)
0:14:05
det(A+B) + det(A-B) = 2det(A) + 2det(B). along with a bonus problem.
0:09:43
each number has a unique prime factorization (proof)
0:02:02
show that there are infinite primes
0:05:17
show that no number in the sequence {11 ,111, 1111, ...} is a perfect square
0:08:20
show that there are infinitely many primes of the form 4n-1 (proof)
0:04:50
Number Theory: prove that if (a^b) - 1 is prime, then a=2 and b is prime (Mersenne Primes) (proof)
0:04:53
no Pythagorean triple of all primes (proof)
0:13:42
1985 Putnam A5 (Solution)
0:19:22
GRAVITY - Introduction to General Relativity (lect 1)
0:09:55
Calc III MIT final exam Q1b.
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