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discovermaths @UCocxFKH1zlzya-qQTeU2YhQ@youtube.com

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Welcome to our channel, Discovermaths, created by Spanish ma


04:56
The cake-cutting problem
04:17
A new proof concerning the Mobius band
02:25
Introduction to complex numbers
02:34
📌 What is chain rule explain with an example? DERIVATIVES #maths 👈
03:40
Euler spiral
04:57
Ramanujan and Hardy
05:41
Continued fractions
03:42
The Monty Hall problem
06:44
Strange theorems in topology
03:12
The hypocycloid and its relatives
09:41
✅ DESCRIPTIVE STATISTICS TABLES of DATA GROUPED in INTERVALS with example 📈 #statistics #data
03:45
The helix and the helicoid
03:21
Cassini ovals
05:32
The story of the googol (and Google!)
03:43
Perfect numbers
06:10
Polyhedrons
03:20
The logarithmic spiral
02:54
The Goldbach conjecture
03:45
Langton's Ant
07:50
✅ Descriptive statistics: A SIMPLE DATA TABLE with example 📈 #statistics #data #maths
02:56
The Icosian Game
03:20
The remarkable Reuleaux triangle
05:27
Mathematics in the art of Albrecht Durer
03:26
The Banach-Tarski paradox
07:33
The tragic tale of polynomials
04:27
The golden ratio
03:27
The cannonball problem
09:48
Mathematics in literature, Part 3
09:52
Mathematics in literature, Part 2
13:39
Mathematics in literature, Part 1
05:04
The Mobius band
03:12
The Klein bottle
03:37
The nephroid: the curve in your coffee cup
04:25
The tesseract
02:57
The tractrix
04:07
Apollonius of Perga
04:42
The cycloid
03:22
Edwin Abbott and Flatland
08:54
Classical problems of Greek geometry
06:48
Mazes and labyrinths, Part 4
07:19
Mazes and labyrinths, Part 3
07:22
Mazes and labyrinths, Part 2
07:06
Mazes and labyrinths, Part 1
04:10
Archimedes: Greek scientist and mathematician
14:04
Fractals, Part 3
10:20
Fractals, Part 2
12:28
Fractals, Part 1
10:39
Is anything truly random? Part 4
14:34
Is anything truly random? Part 3
08:55
Is anything truly random? Part 2
12:17
Is anything truly random? Part 1
09:04
Is everything mathematical? Part 3
10:33
Is everything mathematical? Part 2
12:43
Is everything mathematical? Part 1
11:31
How different could maths be? Part 2
10:39
How different could maths be? Part 1
05:04
Monkeys and typewriters
05:46
Games and their complexity
04:58
The Limits of Computation
06:39
The Strange Case of Skewes' Number