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The Associative Property of Addition and Multiplication
The Associative Property of Addition and Multiplication is another fairly simple and straight forward property for developing number sense and understanding. The property simply states that in addition expressions and multiplication expressions, numbers can be grouped (or associate) differently without changing the value of the expression. What this means is: In the first expression (2…
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The Commutative Property of Addition and Multiplication
The Commutative Property of Addition and Multiplication is a fairly simple and straight forward property for developing number sense and understanding. The property simply states that in addition expressions and multiplication expressions, numbers can travel (or commute) to either side of the operation symbol (the ‘+’ or the ‘x’). What this means is: Notice how…
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The Additive Property of Numbers
One of the most basic properties to understand is that numbers are made by adding (or subtracting) separate numbers to (or from) one another. This is to say that a number can be constructed from two or more separate numbers AND numbers can be deconstructed from a singular number into two or more separate numbers.…
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Welcome to Mathanese.com

Thank you for stopping by. While I am building this site, you can head on over to my Etsy store to get your Mathanese gear before it starts flying off the shelves. 🙂 This page will be dedicated to helping people to understand the language of mathematics (Mathanese), with a focus on elementary and middle…