Number theory, Lec 25 | Canonical representation of an integer.

Welcome to Lecture 25 of our Number Theory series! In this lecture, we explore the canonical representation of an integer, a fundamental concept in number theory. You'll learn how every integer can be uniquely expressed as a product of prime numbers raised to specific powers—a cornerstone of the Fundamental Theorem of Arithmetic.

We'll cover:

Definitions and importance of prime factorization.
Steps to find the canonical representation of an integer.
Applications in solving mathematical problems.
This lecture includes examples, explanations, and practice problems to solidify your understanding. Perfect for students, math enthusiasts, and those preparing for competitive exams.

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