A checklist is the list of requirements to complete this program and receive the award, as the college publishes it in its catalog. It is the same for everyone. It does not say what you have completed; that comes from applying your own record.
Program
- Award
- B.S.
- Credential class
- ceterms:BachelorDegree
- Catalog edition
- 2024-2025
- Checklist type
- degree-program
- Description
- , B.S. Mathematics Requirements for any Interdepartmental Major having Mathematics as a Component: A student seeking an interdepartmental major with mathematics as a component must submit a proposal for approval by the department chair. The proposal will give a rationale for the choice of an interdepartmental major and indicate the list of courses in both departments that are to be part of the major. Before submitting a proposal, please contact the department chair (mathchair@union.edu) so they can advise you and supply you with the correct form. An interdepartmental major with mathematics as a component requires seven courses in the department numbered 115 or higher, including the following courses: • MTH 115 • At least one of the following: MTH 117, MTH 130 or MTH 234 • MTH 199 • Four courses from the lists below, including at least one from List 1. (One-time course offerings can be substituted for courses on these lists at the discretion of the chair). List 1:
Identifiers
- IPEDS UNITID
- 196866
- CourseShelf checklist
- CK_196866_fd2a2cae
- CollegeTransfer.Net
- Institution Transfer Profile
- Source
- CourseShelf publish 61
Requirements to complete
Every course or condition the catalog lists, in the catalog's order.
Requirements
2 items
- As published: “- Abstract Algebra”1
- As published: “- Real Analysis”1.0
Source. Union College, catalog 2024-2025 — https://catalog.union.edu/mime/media/view/29/1364/Union+College+Catalog_2024_2025.pdf. Captured page NY/196866-union.edu/pdf/196866-2024-union.edu.pdf#page=907. Assembled from the institution's published catalog as captured; every record names its captured page and source URL. Assembled, not asserted.