Description

A rigorous treatment of differentiation and Riemann integration. Topology of the real line; real-valued sequences and their limits; continuity of real-valued sequences and their limits; continuity of real-valued functions; the Mean Value Theorem; a rigorous definition of the definite (Riemann) integral, and proofs of its ele- elementary properties; the Fundamental Theorem of Calculus. Other topics may include sequences of functions, series or function spaces.

Credits

3

Attributes

College 02 - Fee Assess, Dept 0245 - Fee Assess, BUS M - Actuarial Studies, Biology - Fee Assess, BUS D - Business Admin., A&S M - Chemistry, A&S M - Computer Science, A&S M - Economics, A&S M - Mathematics, A&S D - Mathematics, A&S M - Math Management Sci., A&S M - Physics

Recent Professors

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Recent Semesters

Fall 2019, Fall 2018, Fall 2017

Offered

MW, TuTh

Avg. Class Size

24

Avg. Sections

1