ࡱ>  LUbjbjupup KH H ,,,8dTL,j$("JJJ%"G Sjjjjjjj,HmoAj[%%[[Aj JJVj ["JJj [j bgZV<}Bd6ilj0j9dp plg g0[[[AjAj [[[jp[[[[[[[[[H :   COURSE OVERVIEW Welcome to Elementary Math Methods! This strand centers on classroom practices that support and develop childrens mathematical thinking and understanding. You will learn to enact a set of instructional activities, called Number Talks that utilize high leverage teaching practices. These practices are rooted in culturally responsive pedagogy and work to leverage the most learning from children through the act of eliciting, building on, and assessing childrens ideas during whole group, small group, and individual instruction. These high leverage teaching practices can be used to develop knowledge about childrens mathematical strategies and understandings and are the core of instruction in any mathematics classroom. You will learn effective instructional strategies that can be implemented both within and beyond the mathematics classroom. Unfortunately, we do not have the time to take up all of the content you will teach as a mathematics teacher. The mathematical content that is the focus of this course is Number and Operation and Fractions. During this strand you will strengthen your own number sense and your understanding of whole number and fraction computational algorithms, as well as how arithmetic is generalized to algebraic concepts. High Leverage Teaching Practices are those that leverage the most learning for students. These are research-based effective teaching practices that aim to provide all students equal access to mathematical ideas during instruction. You will have an opportunity to work on enacting these practices throughout the quarter but especially during the Core Assignments as part of the Mediated Field Experience and your practicum experience. The 8 HLTP we will develop during the quarter are: teaching towards an instructional goal setting and maintaining expectations for student participation eliciting student reasoning responding to student reasoning orienting students to each others ideas positioning students competently assessing students understanding using mathematical representations GUIDING QUESTIONS During the quarter, we will work to better understand the following questions: -Why do students struggle in mathematics? -How do teaching practices and instructional activities communicate to students the nature of math, what it means to do math, and who can do math? -What does it mean to teach mathematics for understanding? -What is the relationship between teaching mathematics for understanding and student empowerment? HOW WE WILL WORK TOGETHER To the extent possible, in each class session we will try to engage in the following 3 learning practices: Doing Mathematics (Learning for practice): We will build our own knowledge of mathematics by closely investigating ideas in number sense and fraction concepts. Additionally, we will engage in several math tasks, extending our knowledge of mathematics and students thinking, which will provide the foundation for your professional decision- making. Examining Records of Practice (Learning from practice): Records of practicesuch as videotapes of lessons taught by yourself or others, students work, and teachers professional writingallow us to investigate the work of teaching mathematics and improve our own practice. Trying Things Out (Learning in practice): Because teaching involves more than just having knowledge, we want you to engage in enacting the practices we are investigating as much as possible, so that you are developing the skills and professional decision-making that will make you a successful teacher. ATTENDANCE AND CLASS PARTICIPATION Your participation in our class activities and discussions is important not only for your own learning but also the learning of others. Sharing your ideas and questions with the group, as well as responding to those of your classmates, are critical to our work together. As a teacher, you need to do more than understand your own thinkingyou have to listen to others thinking, figure out what others are saying, and determine whether and how they make sense. In our class, the others will be your colleagues and our buddies at Lincoln Options. But in the field and in the future, they will be your students (as well as their families and your colleagues). So listening to and interacting with others in our class is explicitly to help you develop dispositions and skills that matter for teaching. Talking in class is also crucialas a goal, not a means. As a teacher, you will have to talk mathematics all the time. Remember to STEP UP or STEP BACK during discussions. THE MEDIATED FIELD EXPERIENCE (MFE) AT LINCOLN OPTIONS Four times during the quarter, we will spend our class session at Lincoln Options in Dannie Parkes 1st grade math classroom and Michael Stines 5th grade math classroom. They have graciously partnered with us and we are extremely fortunate to have this experience. During the weeks we are at Lincoln, we will meet together for the first hour of class to prepare for our classroom visit. We will then spend the second hour of class in Michael and Dannies classrooms with their students (our buddies) either observing a lesson, talking with students while they are working, or leading a mini-lesson you have designed. Our third hour will be spent reflecting on our experiences in light of the readings and essential questions for the week. You must videotape all of your interactions with students for the assignments you will complete after each MFE. You can use your ipod, phone, your own video camera, or you can borrow a video camera from the MiT office. Lincoln MFE visits: 1/27 (week 4); 2/3 (week 5); 2/10 (week 6); 2/17 (week 7). Please mark these dates in your calendar! We will meet from 8:00-11:30 on these days. It is important that you arrive early in order to sign in we will start class at 8:00 on the dot! CORE ASSIGNMENTS OVERVIEW Math Autobiography: This short paper will document your past experiences with mathematics and what you hope to learn this quarter. Please see assignment sheet provided. Reflection on Guiding Questions (#1 and #2): Reflection #1: Document your initial thinking about the guiding questions. Write 1 to 2 pages (double spaced) per question. This is a pre-assessment for me and a self-assessment for you. It will help you consider the knowledge and thinking you bring into the strand at the beginning of the quarter. Reflection #2. Reflect on what you have learned during the quarter and further develop your thinking about our guiding questions. This should be an integrating exercise, taking into consideration what you learned in EMM as well as other strands. You must provide evidence that you are incorporating concepts and ideas from this strand (at minimum) as well as other strands. Write 2 to 3 pages (double spaced) per question. Make sure to refer to specific readings, activities, and events from the quarter to substantiate your reasoning. Then take about 1-2 pages to reflect on how your thinking has changed since you completed the first reflection. Be sure you explain how your thinking changed. Reading Journal: For each reading you complete, write a (brief) 1-paragraph summary of the article/reading** and a 1-paragraph reflection that highlights your thoughts about the reading including questions that arise. For the reflection paragraph, consider these questions: What insights were gained from this reading? How do the ideas in the reading connect to the EMM Weekly Question and/or what you learned last quarter and/or your field experiences and/or what you are learning in EMM? What are the big ideas you want to hold onto as you move through the program? What questions does this reading bring up for you? This paragraph is about drawing connections between the reading and other concepts/ideas you are learning in EMM and in the program. You will need to use the readings as evidence to support your thinking when you complete the written reflections for each of the assignments you complete during the Lincoln visits (see Syllabus) and for Reflection Paper #2. Reading journals are due Tuesday at 11:59pm. Submit only the readings from that week. However, you will likely want to keep an ongoing single document of your readings as we will use this document during class Week 10. **Chapters should be individually annotated or summarized. For example, if you are assigned to read Chapters 1-3, you should annotate/summarize these chapters separately so that you have three different entries in your reading journal for that week. **How to read Van de Walle: This text can be overwhelming. There are so many important ideas packed into each chapter. As you read, stop periodically and try a few of the activities (just 2 or 3). Engage in the Stop and Think activities. For your summary, you will need to focus on just a few ideas in the chapter. What is the bumper sticker of this chapter? Dont try to summarize the entire chapter. Student Thinking Interview: During the first Mediated Field Experience, you will work with one or two students during the math lesson in order to learn about their understanding of the mathematics. Using what you learned about this students mathematical understanding, you will create and conduct a math conceptual interview during the 2nd MFE. You will videotape* the interview, analyze the HLTPs you implemented, and set goals for your Final Video Assignment. An assignment description with many more details will be provided in class at a later date. Teaching a Number Talk Instructional Activity: During the third and fourth Mediated Field Experiences, you and a partner will plan and teach two Number Talks to a small group of students. The goal is to engage the whole class at once (your small group of students), open multiple points of participation, and build on and deepen students mathematical ideas. This will require you to implement many of the HLTPs. You will videotape* your work with these students and then analyze the HLTPs you implemented in the video and set goals for your Final Video Assignment. An assignment description with many more details will be provided in class at a later date. *Videos can be submitted via Google Drive (to  HYPERLINK "mailto:campbell.sunshine@gmail.com" campbell.sunshine@gmail.com) or on a jump drive. Final Video Assignment: During your practicum, you will plan and teach a Number Talk (which will also be part of your practice edTPA/Microteaching) that is appropriate for your grade level. You will videotape yourself enacting the lesson and write an analysis of the lesson and your implementation of the HLTPs. The assignment is meant to demonstrate the progress you have made toward the High Leverage Teaching Practices and the goals you identified through the Core Assignments. An assignment description with many more details will be provided in class at a later date. *You are responsible for obtaining video equipment in order to complete these assignments. Equipment may be available for check out in the Teacher Education office or in Media Loan. *If your video equipment malfunctions, you will need to complete the assignment (including teaching or doing the activity that was supposed to be recorded) on your own time. TEXTS - Required Van de Walle, J., Karp, K., & Bay-Williams, J. (2010). Elementary and middle school mathematics: Teaching developmentally (7th ed.). Boston: Pearson Education, Inc. Empson, S., Levi, L. (2011). Extending childrens mathematics: Fractions and decimals. Portsmouth, NH: Heinemann. Featherstone, H., Crespo, S., Jilk, L. (2011). Smarter together: Collaboration and equity in the elementary mathematics classroom. Reston, VA: National Council of Teachers of Mathematics. Kazemi, E. & Hintz, A. (2014). Intentional talk: How to structure and lead productive math discussions. Stenhouse. HELPFUL WEBSITES University of Washington Number Talks website:  HYPERLINK "http://www.tedd.org" tedd.org National Council of Teachers of Mathematics Illuminations:  HYPERLINK "http://illuminations.nctm.org" illuminations.nctm.org Jo Boalers blog and resources:  HYPERLINK "http://joboaler.com" joboaler.com Another Jo Boaler/Stanford University folks website w/K-12 math resources:  HYPERLINK "http://youcubed.org" youcubed.org Number Talks and other Instructional Activities with videos and lesson plans:  HYPERLINK "http://www.tedd.org" tedd.org Estimation 180 (Andrew Stadels site elementary and MS focused):  HYPERLINK "http://www.estimation180.com" estimation180.com Fawn Nguyens website (MS Math focused):  HYPERLINK "http://fawnnguyen.com" fawnnguyen.com Dan Meyers website (more HS focused):  HYPERLINK "http://blog.mrmeyer.com" blog.mrmeyer.com And his 3-Act math lessons (MS and HS focused, linked to CCSS):  HYPERLINK "http://www.livebinders.com/play/play_or_edit?id=330579" www.livebinders.com/play/play_or_edit?id=330579 Michael Pershans blog, elementary school teacher:  HYPERLINK "http://rationalexpressions.blogspot.com" rationalexpressions.blogspot.com CCSS Helpful Websites: CCSS Progressions Documents:  HYPERLINK "http://ime.math.arizona.edu/progressions/" http://ime.math.arizona.edu/progressions/ Lots of lesson plans and videos organized by Standard:  HYPERLINK "http://www.insidemathematics.org" insidemathematics.org CCSS aligned tasks:  HYPERLINK "https://www.illustrativemathematics.org" illustrativemathematics.org CCSS aligned tasks and assessments:  HYPERLINK "http://map.mathshell.org/" map.mathshell.org/ TEXTS - Not required but we will use sections of these books during the quarter. These books are highly recommended. Chapin, S.H., OConnor, C., Canavan-Anderson, N. (2009). Classroom discussions: Using math talk to help students learn. Sausalito, CA: Math Solutions. This text will help you lead high quality math discussions and help you think about the different kinds and goals for discussions in the classroom. Parrish, S. (2010). Number Talks. Sausalito, CA: Math Solutions. This is THE Number Talk book the original and most cited. Mostly strings but has great videos. Shumway, J. (2011). Number sense routines: Building numerical literacy every day in grades K-3. Stenhouse Publlishers. A huge variety of Number Talks targeted for grades K-3. National Council of Teachers of Mathematics (2000). Principles and Standards for School Mathematics. This book contains the national standards and principles for mathematics instruction in our country. The book is authored by mathematics teachers, teacher educators, and mathematicians under the National Council of Teachers of Mathematics (NCTM). We will examine the K-8 standards for Number & Operations and Algebra. You can download these for free (120 day trial) at:  HYPERLINK "http://www.nctm.org/standards/default.aspx?id=58" www.nctm.org/standards/default.aspx?id=58 This syllabus is a work in progress. Given the emergent nature of teaching, I reserve the right to make changes with adequate notification. SCHEDULE WeekWeekly Questions & ActivitiesReading DueAssignments DueWeek 1 1/6What do our practices (teaching, learning, social) communicate to our students about the nature of mathematics, what it means to do math, and who can do math? Number Talks: Choral Count Math Task a la Complex Instruction Base 10 ActivityZohar, et al. (2000) Boaler (1998): Open & Closed Mathematics Smarter Together: Prologue, Intro, Ch 1 Van de Walle Chs 2, 3, 11Math Autobiography: post to Canvas by Friday, 12/18 at 5:00pm; bring hard copy to class Week 1 Reflection #1: post to Canvas by Friday, 12/18 at 5:00pm Reading Journal Tuesday 11:59pmWeek 2 1/13How do students develop number sense? Number Talk: Quick Images and Mental Math Exploring Computational Fluency: Algorithms, alternative algorithms, and student-generated algorithms with whole numbers CGI workshopVan de Walle, Ch 8, 9, 10, 12 Carpenter, Fennema, Franke (1996) Russell (2000)Reading Journal Tuesday 11:59pmWeek 3 1/20How do we support the development of basic skills while also teaching for understanding? Number Talk: String Exploring fractions algorithms Preparing for Lincoln MFEVan de Walle, Ch 12, 13, 15, 16 CCSS Progressions Document: Fractions Empson & Levi: Intro Reading Journal Tuesday 11:59pmWeek 4 1/27How can we determine what students understand through questioning strategies? Mediated Field Experience #1 MEET AT LINCOLN AT 8:00AM Readings: Exploring how to ask good questions Understanding High Press questioning Getting to know our Math Buddies Debrief the classroom experience Empson & Levi: Chs 1-3 Kazemi (1998) Herbal-Eisenmann & Breyfogle (2005) Reading Journal Tuesday 11:59pmWeek 5 2/3Why is it important that students talk about their mathematical thinking to the teacher and to each other? Mediated Field Experience #2 MEET AT LINCOLN AT 8:00AM Readings: Developing a Math Talk community Student Thinking Interview Debrief the classroom experience Prepare for Number Talk #1Hufferd-Ackles, et al. (2004) Kazemi & Hintz, Chs 1-3 Student Thinking Interview: Post written analysis by Monday 2/8, 11:59pm Reading Journal Tuesday 11:59pmWeek 6 2/10How can we elicit students ideas and help students understand the ideas of others? Mediated Field Experience #3 MEET AT LINCOLN AT 8:00AM Preparing for our Number Talk Practice on your peers! Number Talk #1 Debrief the classroom experience Prepare for Number Talk #2Kazemi & Hintz, Chs 4-5 Empson & Levi: Chs 4-5 Classroom Discussions Ch 10Number Talk #1: Post written analysis and planning tool by Monday 2/15, 11:59pm Submit edited video in class or via Google Drive (or similar) Reading Journal Tuesday 11:59pmWeek 7 2/17How can we elicit students ideas and help students understand the ideas of others? Mediated Field Experience #4 MEET AT LINCOLN AT 8:00AM Focusing on student participation Preparing for our Number Talk Practice on your peers! Number Talk #2 Debrief the classroom experienceKazemi & Hintz, Chs 6, 7 Empson & Levi Ch 6Number Talk #2: Post written analysis and planning template by Monday 2/22, 11:59pm Submit video in class or via Google Drive (or similar) Reading Journal Tuesday 11:59pmWeek 8 2/24What did we learn from our math buddies and the teachers at Lincoln? Reflections on the Lincoln Experience in light of readings from weeks 5-7 Continuing our investigation of fraction conceptsEmpson & Levi Ch. 7-9 Smarter Together Chs 2Bring reading journal (or have electronic access) Reading Journal Tuesday 11:59pmWeek 9 3/2How do we plan a math lesson using an equity lens? Examining equitable groupwork in a math classroom Orchestrating a Math Discussion Lesson Planning from Published CurriculaSmith, Hughes, et al (2009) Smarter Together Chs. 3-6Bring district math curriculum (if possible). Reading Journal Tuesday 11:59pmWeek 10 3/9What have we learned about teaching mathematics to children? Workshop on EMM readings Preparing for MicroTeaching Reflection: Looking Back and Looking AheadVan de Walle Ch. 6 Smarter Together Ch. 7 Gutstein Chs. 1-3Bring articles, Reading Journal to class Completed FULL Reading Journal Tuesday 11:59pm Reflection #2 Due Friday 3/11 at midnightEvaluation Week MicroTeaching/edTPA PracticeFinal Video Assignment Due TBD     Elementary Math Methods -- Winter 2016 Sem II A2109 Wednesdays 8:00-11:30 (Lincoln) or 9:00-12:00 (TESC) PAGE  PAGE 1 The Evergreen State College MiT Winter 2016 This syllabus is based on the work of the Learning In, From, and For Teaching Project (LPT): Magdalene Lampert, University of Michigan, Megan Franke, UCLA, and Elham Kazemi, University of Washington. 9? 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