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Get your FREE Study Guide for the EBAU Mathematics test: https://matematicasebau.com/ _______________________________ The Fundamental Theorem of Arithmetic + Proof The Fundamental Theorem of Arithmetic states that any natural number greater than 1 can be decomposed as a product of prime numbers (which can be repeated) and this form is unique for that number, although the order of the factors may be different. In this video you will understand this very important result and see its proof, divided into 2 parts (existence + uniqueness). Video Chapters: 00:00 - Introduction 00:37 - Fundamental Theorem of Arithmetic 01:52 - Proof (Existence) 03:14 - Proof (Uniqueness) 05:17 - Other Problems in Number Theory _______________________________ If you are preparing the EBAU Mathematics II test, then you must enroll in our specialized training (+40 hours of content): https://www.udemy.com/course/prueba-e... Become a member of this channel to enjoy benefits: / @matematicasebau #theorem #fundamentaltheoremofarithmetic #aritmetica #matematicasebau #learnmathematics