In this course, we will study the historical development of a few key ideas in mathematics, as a way of gaining new insights and understandings about them. Among the ideas to be considered are: The Cartesian plane as the basis of analytic geometry, the logarithm function, the concept of a limit in calculus, and the measurement of area under a graph and its application to velocity vs. time graphs. Students will read a variety of sources in relation to these ideas, including historical materials and modern textbooks. Students will be expected to do weekly readings assignments, as well as informal writing assignments to be shared with other members of the class via e-mail or web connections. While there will be no examinations in the course, students will be expected to complete a written project in stages through the course of the quarter.
Instructor's email is <monk@math.washington.edu>.
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to Time Schedule