Barry University School of Adult and Continuing Education – Tallahassee Campus
Barry University School of Adult and Continuing Education – Tallahassee Campus is branch campus of Barry University and is located on the campus of Tallahassee Community College in Tallahassee, Florida.
Motto | Where You Belong |
---|---|
Type | Private, Roman Catholic |
Established | 1940 |
Endowment | $28,959,692 |
President | Sister Linda Bevilacqua, OP, PhD |
Location | , , |
Campus | Suburban |
Website | www.barry.edu |
Academics
The Barry University campus in Tallahassee offers Bachelor of Science degrees in:
- Legal Studies designed to provide a broad background in fundamental legal studies to students who desire to become paralegals or legal assistants working under the supervision of a lawyer.
- Professional Administration designed to prepare the student with the administrative and leadership skills needed in all organizations - private, public, or non-profit - in order to successfully fulfill their missions and achieve their goals.
- Public Administration for professional employment in general public administration and is highly desirable for most of the special applications such as police, fire and planning.
- Information Technology for specializing in information systems administration, telecommunications, Network and systems engineering, software engineering
- A Certificate Program in Health Services for entry and middle management positions in such areas as hospitals, medical or dental clinics, group medical practices, managed care organizations, long-term care facilities, insurance companies, home health agencies, and government agencies. The curriculum emphasizes management skills for use in any health care setting.
gollark: I suppose you could just work out how many possible 50-move sequences exist somehow. There's definitely more than you could tractably store, at least.
gollark: Is it two images for the real and imaginary part or what?
gollark: pi ∈{3}
gollark: It is? Troubling. You should probably ask someone else.
gollark: The probabilities of those are 2/3 * 1/4 * 1/5, 1/3 * 3/4 * 1/5, 1/3 * 1/4 * 4/5.
External links
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