An introduction to the theoretical basis for the calculus, with an emphasis on rigorous proof. Properties of the real number system; sequences and series; continuity; elementary topology of the real line, Euclidean space and metric spaces; compactness; pointwise and uniform convergence.

Prerequisite: Mathematics 204, 220 and 251.

1 unit

Offerings

Term	Block	Title	Instructor	Location	Student Limit/Available	Updated
Fall 2021	Block 1	Real Analysis l		Tutt Science Building 221	12 / -2	11/15/2021
Spring 2022	Block 6	Real Analysis l		TBA	25 / 25	11/15/2021