Math for Elementary Teachers - Summer 2009

http://grace.evergreen.edu/met


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Outline of Instruction     Assignments     Lectures     Solutions     e-manipulatives     student resources

Announcements

Faculty

Sherri Shulman, 360-867-6721, sherri@evergreen.edu

Course Description

This course is for individuals interested in learning the mathematics required for an elementary education teaching certificate. We will cover topics in algebra, geometry, reasoning and proof, number and operation, mathematical representation and mathematical communication. This course is in support of the Masters in Teaching and the Masters in Education programs at Evergreen.

The class will run for six weeks first session (the sixth week is also second sesson week 1).

Schedule

Monday        9:00 - 12:20    Room Sem 2 C2107
Tuesday       9:00 - 12:20    Room Sem 2 C2107
Wednesday     9:00 - 12:20    Room Sem 2 C2107

Course Objectives and Organization

The goal of this course is to help students acquire an appreciation and understanding of some of the deepest and most elegant mathematical constuctions that we as humans have evolved in the course of our short history. Students will be able to see the conceptual economy of the abstractions that have become the most essential part of our mathematical language. This is a great course to learn and improve mathematical abilities as well as see the most important concepts and abstractions in mathematics that our children should learn and why they are valuable.

Depending on the background of the students, class time will consist of some mixture of (a) lecture and discussion (b) individual and group problem solving, and (c) student-led presentation and discussions of concepts, problems and solutions.

Textbook

Outline of Instruction

Please check the web version of this document to obtain the latest edition.

Expectations

All students are expected to demonstrate learning through attendance and active engagement in reading, discussion, and problem solving.

Credit and evaluation policy

In order to receive credit you must participate actively in class learning activities and deliver evidence of your learning through demonstrable work before the end of the last class. Demonstrable work in this class is primarily written solutions to assigned problems.