Lecture 3 - Fundamental theorem of arithmetic
In this video we cover the following concepts:
Fundamental theorem of arithmetic - If \(n\geq 2\) is an integer, then \(n\) can be written uniquely (up to reordering) as the product of primes.
In this video we cover the following concepts:
Fundamental theorem of arithmetic - If \(n\geq 2\) is an integer, then \(n\) can be written uniquely (up to reordering) as the product of primes.