Simplifying Fractions with Prime Factorization

Description

This learning resource focuses on simplifying fractions through prime factorization. It begins with a definition of prime numbers and guides learners on how to find prime factors using a factor tree method. The document includes a step-by-step approach to simplifying fractions, exemplified through the simplification of 24/36. It encourages practice with provided exercises and emphasizes the importance of identifying common factors in both the numerator and denominator to achieve the simplest form of a fraction. Additionally, tips are offered for when prime factorization is most beneficial for simplifying fractions, especially with larger numbers.