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Feb 17, 2025
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2024-25 Catalog
Psychological Science (AS)
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Return to: Programs Sorted by Major/Minor
- Program Prerequisite: None
- Grade Requirements: A grade of “C” or better is required in all courses used to fulfill requirements for the Psychological Science associate’s, major, teaching major, minor, or BIS emphasis (a grade of “C-” is not acceptable). An overall GPA for Psychological Science courses of 2.50 or higher is required. Refer to the general grade requirements for graduation Degree Requirements.
- Psychological Science Sunset Policy: Students declaring a Psychological Science associate’s, major, teaching major, minor, or BIS emphasis in a given catalog year can apply previously completed courses towards their degree (see Course Grade Policy) as long as the courses were taken no longer than 15 years prior to the date of declaration.
- Credit Hour Requirements: 60 total hours are required, including at least 15 Psychological Science credits (PSY prefix).
- Program Code: Psychological Science (7055AS)
- CIPC: Psychological Science (420101)
- Students are responsible for applying for graduation: Click here for more information.
- Additional Information on the Psychological Science major: Click here to go to the Department webpage.
Program Learning Outcomes
- Goal 1: Knowledge Base
- Goal 2: Scientific Inquiry and Critical Thinking
- Goal 3: Ethical and Social Responsibility in a Diverse World
- Goal 4: Communication
- Goal 5: Professional Development
Advisement
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)
Admission Requirements
Declare your program of study (see Enrollment Services and Information). There are no special admission or application requirements for the Psychological Science major.
General Education
Refer to Degree Requirements for Associate’s Degree requirements.
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Foundational Courses (12 credits)
Elective Courses
At least 3 credits of electives (PSY prefix) are required from the following options. |
Return to: Programs Sorted by Major/Minor
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