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MATH 3310

Basic Real Analysis

Course Description

Prerequisites

MATH 1320

Disciplines

Chemical, Mathematical, and Physical Universe

A rigorous development of the properties of the real numbers and the ideas of calculus including theorems on limits, continuity, differentiability, convergence of infinite series, and the construction of the Riemann integral. Students without prior experience constructing rigorous proofs are encouraged to take Math 3000 before or concurrently with Math 3310.

Thomas Mark

Fall 2026
mowefr 10:00am - 10:50am mowefr 11:00am - 11:50am
3.7
Rating
5.0
Difficulty
3.26
GPA

Yen Do

Fall 2026
tuth 2:00pm - 3:15pm
5.0
Rating
3.0
Difficulty
3.46
GPA

To Announced

Fall 2026
Rating
Difficulty
GPA

Pranava Jayanti

Spring 2026
Rating
Difficulty
GPA

Samir Fridhi

Spring 2026
Rating
Difficulty
GPA

Ben Hilbert

Spring 2026
Rating
Difficulty
GPA

Faculty Staff

Spring 2025
Rating
Difficulty
GPA

Jacob Campbell

Spring 2025
Rating
Difficulty
3.25
GPA

To Be Announced

Spring 2025
Rating
Difficulty
GPA

Evangelia Gazaki

Fall 2024
4.3
Rating
5.0
Difficulty
3.30
GPA

Nicholas Kuhn

Spring 2024
3.0
Rating
4.0
Difficulty
3.20
GPA

Beth Branman

Spring 2024
Rating
Difficulty
3.65
GPA

Mark Pengitore

Fall 2023
Rating
Difficulty
3.34
GPA

Daniel Slonim

Spring 2023
4.3
Rating
4.0
Difficulty
2.82
GPA

Felipe Flores

Spring 2023
Rating
Difficulty
GPA

Maximiliano Garza

Spring 2023
Rating
Difficulty
GPA

Shunyu Wan

Fall 2022
Rating
Difficulty
GPA

Filippo Mazzoli

Fall 2022
Rating
Difficulty
3.27
GPA

Kang Lu

Fall 2022
2.4
Rating
4.0
Difficulty
3.53
GPA

Benjamin Hayes

Spring 2022
5.0
Rating
5.0
Difficulty
3.60
GPA

Gennady Uraltsev

Spring 2022
Rating
Difficulty
3.74
GPA

Joe Webster

Spring 2022
4.3
Rating
5.0
Difficulty
2.86
GPA

David Chasteen-Boyd

Spring 2022
Rating
Difficulty
GPA

Michael Wills

Spring 2022
Rating
Difficulty
GPA

Biying Wang

Fall 2021
Rating
Difficulty
GPA

Diana Morris

Summer 2021
5.0
Rating
3.0
Difficulty
3.22
GPA

Peter Abramenko

Spring 2021
Rating
Difficulty
3.02
GPA