The Joy of Mathematics

We use math everyday, knowingly or unknowingly. Our life itself is the applications of math. Without math, there would be no architecture, nor commerce, nor time-keeping. Furthermore, no science. The Joy of Mathematics taught by Professor Arthur Benjamin consists of 24 lectures, taking an overview of mathematics from numbers to differential equations and probability. In the first lecture, Professor Benjamin mentions three points where is the joy of math: applications (for everyday life), beauty (in structure), and (for) certainty. Throughout the lectures, he explains various topics in mathematics, including numbers, algebra, geometry, trigonometry, calculus, and probability, in a delightful manner that shows the sheer joy of math.


Lecture 01 - The Joy of Math-The Big Picture
Lecture 02 - The Joy of Numbers
Lecture 03 - The Joy of Primes
Lecture 04 - The Joy of Counting
Lecture 05 - The Joy of Fibonacci Numbers
Lecture 06 - The Joy of Algebra
Lecture 07 - The Joy of Higher Algebra
Lecture 08 - The Joy of Algebra Made Visual
Lecture 09 - The Joy of 9
Lecture 10 - The Joy of Proofs
Lecture 11 - The Joy of Geometry
Lecture 12 - The Joy of Pi
Lecture 13 - The Joy of Trigonometry
Lecture 14 - The Joy of the Imaginary Number i
Lecture 15 - The Joy of the Number e
Lecture 16 - The Joy of Infinity
Lecture 17 - The Joy of Infinite Series
Lecture 18 - The Joy of Differential Calculus
Lecture 19 - The Joy of Approximating with Calculus
Lecture 20 - The Joy of Integral Calculus
Lecture 21 - The Joy of Pascal's Triangle
Lecture 22 - The Joy of Probability
Lecture 23 - The Joy of Mathematical Games
Lecture 24 - The Joy of Mathematical Magic