Numeracy Resources

This blog post offers some important aspects to consider in how we teach long division to our students. How does place value play a role in long division, and how do I teach long division so my students strengthen that understanding? The post includes video, a word problem, and a lesson plan that you could use tomorrow!

This workbook has activities to help students develop their number sense through estimation. As they work through the activities, they will look at different strategies for estimating in different contexts. Some of those strategies include partitioning, using your own body as a benchmark, as well as multiple strategies for estimating with numbers. The workbook offers strategies, examples for students to develop their own strategies, and then space to reflect on their learning. An optional video and asynchronous mini-course are also available.

Turns out memorization, timed tests and flash cards are not the most effective ways to learn math facts! This article from Jo Boaler addresses developing students' fluency with math facts (such as times tables), including confidence and how some common approaches to math facts can be related to anxiety and loss of perseverance.

A printable matching activity for making connections between different representations of multiplication. Great to use as an ice breaker, a way to make groups, or just to get students out of their seats and talking to each other.

This workbook has activities to help students develop their conceptual understanding of multiplication. As they work through the activities, they will look at different strategies for grouping, including arrays and decomposing larger multiplication problems into friendlier numbers. The workbook offers strategies, examples for students to develop their own strategies, and then space to reflect on their learning. An optional video and asynchronous mini-course are also available.

What is a progression that builds to a conceptual understanding of addition and subtraction? In this 7-minute video, Gfletchy demonstrates strategies that teachers can use to develop students' conceptual understanding as a building block to fluency.

What is a progression that builds to a conceptual understanding of division? In this 8-minute video, Gfletchy demonstrates strategies that teachers can use to develop students' conceptual understanding as a building block to fluency.

What is a progression that builds to a conceptual understanding of multiplication? In this 6-minute video, Gfletchy demonstrates strategies that teachers can use to develop students' conceptual understanding as a building block to fluency.

In these materials, students learn about exponents and roots as well as how to break numbers down and examine how they work. Topics in part 1 include: (1) multiplication, including factors, multiples, and arrays; (2) characteristics of numbers, including factors, prime factorization, and finding common factors between numbers; (3) an introduction to exponents, square roots and cube roots, with connections to geometry; and (4) what it means when an exponent is 1 or less (fractional exponents, to the power of zero, and negative exponents).