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This activity engages students in problem solving while exploring key concepts of number theory, such as divisibility and divisibility tests, place value, fractions, and scale factors.

Cans on a grocery store shelf and Hirst's Capric Acid Amide can illustrate dot arrays, thus helping students understand the distributive property, partial products, and the standard algorithm for multiplication.

An alternative method for teaching prime decomposition explores using tools rather than factor trees.

A physical balance scale can be a useful tool to help students understand the concept of balancing equations. However, some students may have misconceptions about the concept of balance even when using a physical model, focusing on the amount of weight only and ignoring the placement of the weight. Although most students at some point in their lives have been on a teeter-totter or seesaw, they rarely connect those playground objects with the mathematical principles involved in using a simple tool such as a lever.

The Mathematics Teaching Practices open the door to helping students engage with meaningful mathematics.

Solutions to a December 2012/January 2013 Solve It! problem are discussed, and the procedures used with problem solving are explored.

iSTEM (Integrating Science, Technology, Engineering, and Mathematics) authors share ideas and activities that stimulate student interest in these integrated fields in K–grade 6 classrooms. This month, preservice teachers use Polydron® Revolution kits to design and create an amusement park ride that spins. The lesson integrates engineering design processes with mathematics to explore the concepts of proportional reasoning and least common multiple within the context of gears.

Solutions to a previous Solve It problem are discussed, and the procedures used with problem solving are explored.

The L-shaped 2-5-3-7 algorithm, combining efficient Singaporean and Korean procedures with divisibility rules of primes 2, 3, 5, and 7, helps students identify LCMs and GCFs.

Division of fractions, a troublesome area for students, is looked at anew using a common denominator algorithm.