- You may wish to view the College Academic Distribution Requirements as one long page rather than in sections. If so, go to the complete summary of college academic distribution requirements. This page and all pages of the Undergraduate Admissions website are print friendly.
| Subject | Years Required |
|---|---|
| ENGLISH | 4 years |
| MATHEMATICS | 3 years |
| SOCIAL SCIENCES | 3 years |
| FOREIGN LANGUAGE | 2 years |
| LAB SCIENCE | 2 years |
| FINE, VISUAL, OR PERFORMING ARTS | 0.5 years |
| ACADEMIC ELECTIVES | 0.5 years |
Because these are admission requirements, all college academic distribution requirements must be satisfactorily completed before the first quarter of enrollment at the UW.
Almost all applicants will have satisfied these requirements through high-school course work, which is generally defined as that completed in grades 9-12. There are, however, several ways to satisfy these requirements at the college level. In general, five quarter credits (or three semester credits) at the college level equals one year of high-school study. If you completed a portion of the college academic distribution requirements in high school, you can supplement high school courses with college course work.
Example
- High School: 3 years of English
- Community college: 5-credit English composition or literature course (counts as 1 high-school year)
GRADING RESTRICTIONS
In general, you must attain at minimum a passing grade (including 'D') to satisfy a college academic distribution requirement. Also acceptable is a grade of 'Pass' in a course taken on a 'Pass/Not Pass' basis. However, if you are completing a college academic distribution requirement through college course work, you are strongly encouraged to choose a letter or numerical grade, because you may later want to apply such courses towards requirements for your major or University or college graduation requirements, for which grading restrictions pertain.
Applicants using a college course to satisfy the mathematics requirement: specific restrictions on grading apply. See the Mathematics section.
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