Introduction
This section is largely based on the book “Introduction to Number Theory” by Mathew Crawford, and uses problems from ‘Alcumus’, by the Art of Problem Solving.
As such, the topics in this section will have a special emphasis on competitional mathematics.
Table of Contents
1 - Primes and Composites
2 - Multiples and Divisors
3 - Prime Factorization
4 - Divisor Problems
5 - Special Numbers
6 - Algebra With Integers
7 - Base Numbers
8 - Base Number Arithmetic - In progress
9 - Units Digits
10 - Decimals and Fractions
11 - Introduction to.Modular Arithmetic
12 - Divisibility Rules
13 - Linear Congruences
14 - Number Sense
2 - Multiples and Divisors
3 - Prime Factorization
4 - Divisor Problems
5 - Special Numbers
6 - Algebra With Integers
7 - Base Numbers
8 - Base Number Arithmetic - In progress
9 - Units Digits
10 - Decimals and Fractions
11 - Introduction to.Modular Arithmetic
12 - Divisibility Rules
13 - Linear Congruences
14 - Number Sense