MATH 151A: Foundations of Real Analysis 1

← 2022-23 2023-24 2024-25 →
← 2022-23 ← 2022-23 changes (lax) changes (strict) ▾ 2024-25 → 2024-25 →

Units: 4

Hours: Lecture, 3 hours; discussion, 1 hour

Catalog page 456

Prerequisites: MATH 009C, MATH 010B with a grade of C- or better; or equivalent; or consent of instructor

Description: Provides a rigorous development of mathematical analysis. Includes the formal theory of the real numbers, convergent sequences, monotone sequences, subsequences, convergent tests, limit superior, limit inferior, Bolzano–Weierstrass theorem, Cauchy sequences, limit of functions, continuous functions, extreme value theorems, intermediate value theorems, uniform continuity, and continuity of monotone functions.

Credit: Credit is awarded for one of the following MATH 151A or MATH 150A.

Derived Information — The following is not part of the official catalog but is computed from catalog data.

Serves as a prerequisite for

MATH 150B MATH 151B MATH 206C MATH 221
Prerequisite graph not available.
Enrollment History (from UCR Banner, not catalog)
Year F W S Su Total
2025-26 34/68 34/68
2024-25 59/60 59/60
2023-24 57/55 57/55
2022-23 25/25 25/25
2021-22 46/50 46/50
2020-21 50/50 50/50
2019-20 31/44 31/44
2018-19 38/40 38/40
2017-18 32/39 32/39
2016-17 28/28 28/28