Check out our new Video Podcast -- Math Snacks!
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"Thanks you for the web site. I love the podcast. What a wonderful way to initiate all teachers into the different strategies of how to do a problem other than the traditional algorithm. All of the podcast lay out the conceptual understanding and how that has to come first before the process. Thank You!!! I have forwarded on the site to all participants and at both of my schools we will be using them during professional development time to further our learning on this topic." NavigationWho's onlineThere are currently 0 users and 0 guests online.
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Workshops/Presentations that Michelle FacilitatesCognitively Guided Instruction (K-3) This K-3 instructional strategy focuses on student knowledge and encourages teachers to pose story problems that can be solved by any means chosen by the child. Problem-posing and problem-solving become the focus of the mathematics class, rather than the traditional emphasis on memorization of facts and algorithms. The research-based approach was developed by faculty at the Wisconsin Center for Education Research, University of Wisconsin- Madison. Each participant will be required to purchase Thinking Mathematically . This workshop consists of three professional days, followed by two advanced days later in the year. In this workshop PreK- 2 teachers will be exposed to the necessary building blocks necessary for a child to develop true number sense. Many times in education we attempt to solve a symptom when we need to be addressing the core of the problem. The focus of this workshop is to provide teachers with the understanding necessary to identify the building blocks in developing number sense and to provide teachers with appropriate lessons and a diagnostic tool in which to measure students number sense. During the workshop we will investigate how to support students as they: You’ll leave the workshop with a better understanding of students’ mathematical thinking and how to support their learning as they successfully develop an understanding of numbers and operations, algebraic thinking, geometric concepts, and data analysis. Participants will receive an extensive, ready to use resource full of ideas to motivate all students in the classroom. Unlocking the Number Sense Door (K-6) You’ll leave the workshop with a better understanding of students’ mathematical thinking and games to support their learning as they successfully develop an understanding of numbers. This workshop addresses what the Number standard looks like when working with students. Best practices in mathematics will be modeled and shared throughout the workshop. This workshop addresses what the Algebra standard looks like when working with students. Participants will receive an extensive ready-to-use resource full of ideas to motivate all learners. Hands on Geometry (K-6) This workshop addresses what the Geometry standard looks like when working with students. Best practices in mathematics will be modeled and shared throughout the workshop. Shake, Rattle and Roll (K-6) This workshop emphasizes hands-on experience where participants learn by doing and explores the best ways to teach conceptual understanding of probability and data . The main purpose of collecting data is to answer questions when the answers are not immediately obvious. Through data investigation students will also wrestle with counting issues. Whom do I count? How can I be certain I have counted each piece of data once and only once? Students representations should be discussed, shared with classmates, and valued because they reflect the students understanding. Probability will be addressed through informal activities. Participants will receive an extensive ready-to-use resource full of ideas to motivate all learners. Math Write-on Models (2-6) Math manipulatives and models, used regularly in the classroom, can be used on the Kansas Mathematics Assessments. So how do I go about knowing which manipulatives to use with which standards? This workshop will provide participants with an opportunity to explore and connect the following models to the state standards: The ways in which mathematical ideas are represented is fundamental to how students understand and use those ideas. As students work with different representations of the same situation, they begin to develop an understanding of the advantages and disadvantages of various representations/models. This workshop will provide learners the opportunity to become active participants in the process of knowing, to construct their own models, ideas, and strategies. Each participant will receive an Activity book focusing on Teachers should bring: Developing Mathematical Ideas (DMI) is a professional development curriculum designed to help teachers think through the major ideas of K-7 mathematics and examine how children develop those ideas. At the heart of the materials are sets of classroom episodes (cases) illustrating student thinking as described by their teachers. The curriculum also offers teachers opportunities: to explore mathematics in lessons led by a facilitator; to share and discuss the work of their own students; to view and discuss the videotapes of mathematics classrooms; to write their own classroom episodes; to analyze lessons taken from innovative elementary mathematics curricula; and to read overviews of related research. In order to develop the depth and breadth of knowledge required for teaching, teachers need to learn in and from practice. They need to learn to elicit students’ thinking and to make sense of it in the context of classroom work. Teachers need to adopt a stance of inquiry in which they would “frame, guide, and revise tasks and pose questions, so as to learn more about students’ ideas and understanding.” And teachers need to learn how to use this knowledge to make shifts in lessons based on what students do and do not understand. Each participant will be provided with a Casebook. Learning mathematics involves learning ways of thinking. It involves learning powerful mathematical ideas rather than a collection of disconnected procedures. But it also entails learning how to generate those ideas, how to express them using words and symbols, and how to justify to oneself and to others that those ideas are true. We will use the book Thinking Mathematically - written by Thomas Carpenter. Author of Children's Mathematics - Cognitively Guided Instruction. This book provides a rich portrait of arithmetic set in a broader perspective on mathematics. The book is loaded with ideas to support the mathematical work of the teacher in pressing students, provoking, and supporting. Developing Mathematical Ideas: Focus on Geometry (K-8) Number Sense +(K-6)
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