The stories in this book represent the efforts along the continuum of change including work that is just starting, to initiatives in progress, to examples of advanced implementation. Each story shares an approach addressing one or more of the four key recommendations from Catalyzing Change: Broaden the purposes of learning mathematics Create ......
This book contains a carefully selected and adapted set of lessons from NCTM's Navigations series, with particular emphasis given to incorporating the Mathematics Teaching Practices in NCTM's Principles to Actions: Ensuring Mathematical Success for All. Teachers of students in grades 9-12 can use these lessons to help their students build on the ......
This book explores what it means to teach modeling. In part I, the authors discuss mathematical modeling broadly and allow you to explore the student practices and perspectives involved, how modeling can empower students, and classroom communities that support modeling. In part II, the authors launch you on your journey of becoming a teacher of ......
This book explores what it means to teach modeling. In part I, the authors discuss mathematical modeling broadly and allow you to explore the student practices and perspectives involved, how modeling can empower students, and classroom communities that support modeling. In part II, the authors launch you on your journey of becoming a teacher of ......
How to Help Every Student Become a Mathematical Thinker and Problem Solver
For students, becoming mathematical thinkers and problem solvers is an essential first step to achieving STEM success. In this brief but thought-provoking look at mathematics teaching, former NCTM president Cathy L. Seeley considers what it takes for each teacher to help every student become a mathematical thinker and problem solver. Seeley, a ......
One equals zero! Every number is greater than itself! All triangles are isosceles! Surprised? Welcome to the world of One Equals Zero and Other Mathematical Surprises. In this engaging book of blackline activity masters, all men are bald, mistakes are lucky, and teachers can never spring surprise tests on their students! Each paradox, fallacy, ......
Why do some equations have one solution, others two or even more solutions and some no solutions? Why do we sometimes need to ""switch"" the direction of an inequality symbol in solving an inequality? What could you say if a student described a function as an equation? How much do you know...and how much do you need to know? Helping your ......
