The distributive property of Multiplication enables children and adults to easily calculate multiplication facts - even if they've forgotten them because it's been 30 years since elementary school! Oftentimes, skip counting and flashcard drill (or something similar) is the only way multiplication is taught in schools. Neither of these provides as clear of an understanding of our number system or how numbers relate. Using a visual model and manipulatives like Cuisenaire Rods provides a way for children to interact with multiplication in a whole new way.

An easy way to think of the distributive property is to just imagine (or actually do it with the Cuisenaire Rods) breaking numbers into chunks that are easier to calculate. This is represented quite clearly in this video where I introduce a little girl to the concept. Not all children will catch on this quickly, but I can guarantee they will catch on quicker with this method than with methods that emphasize drilling and memorization over understanding.

Loading more stuff…

Hmm…it looks like things are taking a while to load. Try again?

Loading videos…