MATH1004
Finite Probability and Applications
Not open to students who have completed their Mathematics Core Curriculum Requirement without permission of the Department Chairperson (except for Psychology majors completing their second mathematics corequisite). This course, for students in the humanities, social sciences, and Lynch School of Education, is an introduction to finite combinatorics and probability, emphasizing applications. Topics include finite sets and partitions, enumeration, probability, expectation, and random variables.
Course overview
- Department
- Mathematics
- School
- MCAS
- Credits
- 3
Requirements fulfilled
- University Core: Mathematics (All undergraduates)
Official evaluation summary
3.71 / 5
Data freshness
Instructors
- Amy L Doherty
- Joaquin Ignacio Lema Perez
- Nathan T Geist
- Tf
- Amy Doherty
- August Schmidt
- Cemre Yavuz
- Enhao Feng
- Erika Ward
- Fraser Malcolm Watt Binns
- Ian Hoover
- Ioannis Zachos
- Jacob Caudell
- Jee Uhn Kim
- Kevin Yeh
- Laura Seaberg
- Liyang Zhang
- Marius Huber
- Matthew Zevenbergen
- Mckee Krumpak
- Miguel Prado Godoy
- Mujie Wang
- Nathan Geist
- Robyn Brooks
- Ryan Contreras
- Siddharth Mahendraker
- Thomas Hameister
- Tingting Fang
- Tobi Moektijono
- Tsz Hin Fung
- Yaoying Fu
- Yifan Wu
- Zachary Gardner
- Zijian Han
- Sophia Fanelle
- Yuzheng Yan
Sections
- Section 01
- Section 02
- Section 04
- Section 01
- Section 02
- Section 03
- Section 04
- Section 05
- Section 06