Math Focal Points Number Operations Gr 3 4

This map of the RTI process offers an overview of research, detailed guidance through each stage of implementation, tools for teacher reflection and growth, and discussion of support strategies beyond the classroom. The authors analyze a variety of common student difficulties in elementary math and apply a three-tier RTI model to the general education classroom.

Engage students in effective, meaningful experiences in mathematics! Following the format of Marcia L. Tate’s previous bestsellers, this user-friendly guide offers math teachers 20 powerful, brain-based teaching strategies that incorporate visual, auditory, kinesthetic, and tactile modalities to promote student engagement and achievement. The book focuses on the NCTM focal points and includes a bibliography of math and literature resources and a lesson planning guide. The chapters offer: A what, why, and how for each strategy Specific brain-compatible mathematics activities and lessons from real teachers across the country Space for teachers to reflect on and apply individual strategies in their lessons

"This resource combines current research and practical strategies to support teachers in understanding and addressing the most common misconceptions that students have about fractions and presents opportunities to help students investigate, discuss, revise, expand, and refine their understanding of fractions. Includes reproducibles, bibliography, and index"--

Make math matter to students in grades 3–4 using Fact Mastery: Multiplication and Division! This 176-page book teaches students fundamental facts that prepare them for algebra. It includes more than 45 half-page activities; specific chapters on facts for products and quotients up to 25, 49, and 81; 58 timed tests for reinforcing the facts; 15 skill-building partner games; and 16 pretest and posttest assessment tools. The book supports NCTM standards.

Multiple-choice testing is an educational reality. Rather than complain about the negative impact these tests may have on teaching and learning, why not use them to better understand your students' true mathematical knowledge and comprehension? Maryann Wickett and Eunice Hendrix-Martin show teachers how to move beyond the student's answer--right or wrong--to uncover understanding and/or misconceptions. By asking a few simple follow-up questions, teachers can learn a great deal about student understanding and make better, more informed instructional decisions. The Beyond the Bubble books (grades 2-3 and grades 4-5) are each divided into five strands--number, measurement, algebra, geometry, and probability--with six problems per strand. Each problem includes an overview of the objective of the test question, a sample question, typical of those found on standardized tests, strategies students employ to solve the problem, conversation starters, student work, student-teacher conversations, and instructional strategies to advance student learning. Teachers will also find suggestions for differentiation, reproducible of sample questions, and a comprehensive list of additional resources. With dozens of sample test questions and numerous student samples, Beyond the Bubble shows educators how to use multiple choice tests to provide more purposeful, focused mathematics instruction for all of their students.

Standards for education achievement are under scrutiny throughout the industrial world. In this technological age, student performance in mathematics is seen as being particularly important. For more than four decades, international assessments conducted by the International Association for Evaluation of Educational Achievement (IEA) have measured how well students are learning mathematics in different countries. The latest round of mathematics testing of the Trends in Mathematics and Science Study (TIMSS) takes place in 2007. Beyond the horse race—the rankings that compare nations—what have we learned from the wealth of data collected in these assessments? How do US math curriculums compare to those used overseas? Is the effect of technology in the classroom uniform across nations? How do popular math reforms fare abroad? Those are some of the critical issues tackled in this important book. The authors use the database to address several pressing questions about school policy and educational research. For example, Ina Mullis and Michael Martin review the major lessons learned over the history of TIMSS testing. William Schmidt and Richard T. Houang examine whether curricular breadth affects student achievement. Jeremy Kilpatrick, Vilma Mesa, and Finbarr Sloane evaluate American performance in algebra relative to other nations and pinpoint strengths and weaknesses in American students' learning of algebra.