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The Math Learning Center Blog

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Lake Forest School District in Illinois adopted Bridges in 2013. Teachers credit Bridges with helping them teach valuable life skills such as communication, critical thinking, problem solving, and positive student interaction. Additional significant changes include students’ increased risk taking and recognition that there is more than one answer and strategy to a problem. Bridges is designed to...
DeSoto Parish School System in Louisiana adopted Bridges in 2013. With Bridges, educators and district leaders alike have witnessed the transformation of classroom environments. Students are engaged, working together, checking one another’s work and truly understanding concepts. Bridges is engaging students in math and teaching them to become creative problem solvers. “Bridges creates that...
Lake Forest School District in Illinois adopted Bridges in 2013. Teachers credit Bridges with helping them teach valuable life skills such as communication, critical thinking, problem solving, and positive student interaction. Additional significant changes include students’ increased risk taking and recognition that there is more than one answer and strategy to a problem. Bridges is designed to...
The Leander Independent School District in Leander, Texas, adopted Bridges in Mathematics in 2014. With Bridges, Leander students’ confidence in math is growing as they learn multiple strategies for problem solving. Teachers have seen improvement in students’ mathematical thinking, communication, and academic confidence that carries into other subject matters. As one educator put it, “Most...
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
Bridges students learn more than one way to solve multi-digit multiplication expressions. This enables them to select the strategy that is most efficient for any given problem. In addition to the standard algorithm that many of us were taught, fifth graders also investigate: Area model & four partial products Doubling & halving Ratio table Using quarters Over strategy While my students use the new...
The Number Pieces app is an excellent tool for teaching and learning place value. Here are a few activities that you can use with kids in grades 1–2. These activities explore base ten concepts and models within 1,000 that will help lay the foundation for learning double-digit computation. Activity 1: Ask the child to show a certain number using the base ten pieces. For example, 3 tens, 7 ones, and...
Jami Smith
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
MLC collaborated with the Association of Mathematics Teacher Educators ( AMTE ) to establish a scholarship fund for elementary math specialists. "There is a growing consensus regarding the importance of math specialist at the elementary level" said Rick Ludeman, MLC President. "We were inspired to create this scholarship fund by a column on the topic written by J. Michael Shaughnessy during his...
Math and the Mind’s Eye has helped shape the career of Suzanne Hossler , a middle school mathematics teacher for the Clark County School District in Las Vegas, Nevada. As Suzanne tells the story, “During my student teaching in 1989 I was privileged to watch a fourth grade classroom using MLC materials. I was so fascinated with the materials, how the students responded, and the depth of...
Rick Ludeman, Chief Executive Officer