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The Math Learning Center Blog

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The number rack helps build the bridge from counting to computational fluency by inviting students to think about numbers in groups of 2, 5, and 10. Its 2 rows of 5 red and 5 white movable beads allow students to see and slide beads in groups rather than 1 by 1. Just as we want students to move from sounding out words letter by letter to reading morphemes and whole words, we want students to move...
Shelly Scheafer
Now more than ever, families are looking for ways to support their students’ mathematics education. They may not know where to start—the Bridges in Mathematics approach might appear a bit different from the way they were taught math. How can Bridges educators offer families a chance to see what a Bridges classroom looks like? How can they offer ideas and options for fostering their students’ math...
Mike Wallus, Vice President for Educator Support
In a remote environment, how can Bridges educators provide appropriate scaffolds and be responsive to student thinking? Sharing MLC apps with students can be a powerful approach, particularly when working with students in an asynchronous setting. What does it mean to share with an MLC app? Put simply, Bridges educators can build a “saved state” task that they share with their students by way of an...
The 3Rs—Reading, wRiting, and aRithmetic—have been foundational in education for thousands of years. My recent book, The Fourth R, adds to that list Reasoning/computational thinking. It concerns using human brains and computer brains, individually and working together, to solve problems and accomplish thoughts. Like each of the traditional 3Rs, computational thinking is both a discipline of study...
David Moursund
The array model, used throughout Bridges, is the subject of “Arrays, Multiplication and Division” by Jennie Pennant from nrich.maths.org. The piece outlines how the array model supports development of a sense of multiplicative relationships and describes how to move students from building multiplication facts and tables to exploring division as the inverse operation of multiplication. The author...
Jami Smith