MATH335
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Analysis I
Subject
MATH - Mathematics
Description
A rigorous treatment of the theory of functions of a single real variable: functions, countable and uncountable sets; the axioms and basic topology of the real numbers; convergence of sequences; limits of functions, continuity and uniform continuity; differentiability and the mean value theorem; the Riemann integral and the fundamental theorem of calculus; series and convergence tests.
Prerequisite(s): Mathematics 267 or 277; and Mathematics 271 or 273.
Antirequisite(s): Credit for Mathematics 335 and 355 will not be allowed.
Prerequisite(s): Mathematics 267 or 277; and Mathematics 271 or 273.
Antirequisite(s): Credit for Mathematics 335 and 355 will not be allowed.
Course Attributes
Fee Rate Group(Domestic) - A, Fee Rate Group(International) -A, GFC Hours (3-1T)
Courses may consist of a Lecture, Lab, Tutorial, and/or Seminar. Students will be required to register in each component that is required for the course as indicated in the schedule of classes. Practicums, internships or other experiential learning modalities are typically indicated as a Lab component.
Component
LEC
Component
TUT
Units
3
Repeat for Credit
No
Subject code
MATH