Prove 2^mn≡1 (mod 2^m-1) ∀ m,n ∈ N
4:30
The sum of an arithmetic sequence with 600 terms is 120000; Last term=393 Find the common difference
19:26
An interesting approach to the Basel problem!
10:51
Find smallest x∈N satisfying τ(30x) = 30
8:59
Find all natural numbers n Such That 36^n - 6 equals the product of 3 consecutive natural numbers
3:43
Euclid's Perfects and Mersenne's Primes (visually)
9:34
Show φ(n^2 ) = nφ(n) ∀ n ∈ N
5:45
What does a ≡ b (mod n) mean? Basic Modular Arithmetic, Congruence
13:11