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This book outlines nine critical thinking habits that foster numeracy and details practical ways to incorporate them into instruction. Includes lesson plans and handouts.
Students learning math are expected to do more than just solve problems; they must also be able to demonstrate their thinking and share their ideas, both orally and in writing. As many classroom teachers have discovered, these can be challenging tasks for students. The good news is, mathematical communication can be taught and mastered. In Teaching Students to Communicate Mathematically, Laney Sammons provides practical assistance for K–8 classroom teachers. Drawing on her vast knowledge and experience as a classroom teacher, she covers the basics of effective mathematical communication and offers specific strategies for teaching students how to speak and write about math. Sammons also presents useful suggestions for helping students incorporate correct vocabulary and appropriate representations when presenting their mathematical ideas. This must-have resource will help you help your students improve their understanding of and their skill and confidence in mathematical communication.
Learning That Never Ends demystifies the concept of lifelong learning in a way that makes it easy and accessible for all. This work literally levels the playing field for any and all students to find success in life. Every idea, every tool provided comes from fifteen years of research and experimentation across socioeconomic levels and subject areas from elementary to college, in hundreds of classrooms. With the ideas from this book, you can empower all students with the qualities of a lifelong learner.
Have you ever found yourself saying, “I’m never going to pass the math pre-service exam!” This statement, and many others like it, led the authors to discover exactly how to crack the math pre-service exam test code and students are reaping all the benefits. How to Pass the Pre-Service Mathematics Test for Teachers is the result of years of researching and experimenting with what it takes to not only pass the test, but come away from it a better test-taker and a stronger mathematician.

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