Greatest common factor (GGF) Grade 5 Factoring Workaheet ! Find the greatest commen factor of the two numbers ahown 1. 451 \( \qquad \) 10 \( \qquad \) \( 1,2,3,10 \)

Did you know that the concept of factors dates back to ancient civilizations? The Greeks were among the first to study number theory, and they understood that breaking down numbers into their components could lead to improved arithmetic and geometry. This foundational work paved the way for modern mathematics, helping us understand how to find things like the greatest common factor (GCF). In real-world situations, finding the GCF can be super useful! For example, if you're planning a party and want to divide snacks evenly between your friends, knowing the GCF can help you figure out the largest possible group size without anyone getting shortchanged. So, in this case, let’s see how you can use those skills to ensure everyone gets a fair share of chips!