 ##### Bubble Sort Algorithm

One of the most elementary and natural sorting algorithm there is. ##### Sieve of Eratosthenes

This was the clever method Eratosthenes used to find prime numbers in ancient Greece. ##### Fast Modular Exponentiation

How can we compute $$a^b$$ mod $$c$$ efficiently ? This algorithm brings up some core ideas on how to do it. ##### Minimax Algorithm

How can we build an AI agent capable of playing turn-based games ? The minimax algorithm tells us how. ##### Exponential & Logarithm ##### Limits ##### Continuity ##### Asymptotes ##### Product & Quotient rules ##### Trigonometric derivatives ##### Chain rule ##### Implicit differentiation ##### Higher derivatives ##### Apartments

What is the optimal way to match applicants with apartments according to their preferences ? ##### Bit Strings

How many binary sequences of length $$N$$ are there ? What is the minimum number of roads we need to build such that any city is reachable from any other city ? ##### Counting Rooms

How can we count the number of rooms given the map of the building ? ##### Dice Combinations

In how many ways can we roll dice such that the sum of the outcomes is $$N$$ ? ##### Distinct Numbers

How many distinct numbers are there in a list of numbers of size $$N$$ ? ##### Ferris Wheel

How can we match the children so that we minimize the number of gondolas needed ? ##### Gray Code

How can we generate a gray code, a list of bit strings with consecutive elements that have a Hamming distance of 1. ##### Increasing Array

What is the minimum number of moves required to make this list of numbers increasing ? ##### Missing Number

What is the missing number in the permutation $$[1, 2, ..., N]$$ ? ##### Permutations

Some quick example text to build on the card title and make up the bulk of the card's content. ##### Repetitions

What is the longest contiguous sequence of genes in this sample of DNA ? ##### Subordinates

How can we compute the number of subordinates of each employee in the company ? ##### Trailing Zeros

How many trailing zeros does the number $$N!$$ have ? ##### Two Knights

How many positions are there such that these two knights don't attack each other ? ##### Weird Algorithm

How is this weird algorithm related to an unsolved problem in mathematics ? ##### SoMe1 participation

This was my journey in the 3Blue1Brown Summer of Mathematical Exposition. 