UIHistories Project: A History of the University of Illinois by Kalev Leetaru
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Repository: UIHistories Project: Course Catalog - 1897-1898 [PAGE 59]

Caption: Course Catalog - 1897-1898
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REQUIREMENTS FOR GRADUATION

57

must be obtained in logic (philosophy 8) and two terms of psychology. Those students who make mathematics their major work must take the following courses in mathematics—2, 4, 6, 7, 8, 9, 10, 11, 15, 16, 17, and may elect as many more • courses as desired. They must also make three credits in philosophy (including philosophy 8), and either 6 credits in German or 3 credits in French. The Political Science Group, including economics, history, and public law and administration. All students in this group must take the three elementary courses: History 1, economics 1, a and b, and political science 1; and must also secure at least one credit in philosophy, selected from courses 1, 2, 3, 4, and 8. All students in the group must, before the beginning of the junior year, have taken one year's work in either French or German, or must give other satisfactory evidence of their ability to use at least one of these languages. REQUIREMENTS FOR GRADUATION

UNDER THE GENERAL COURSE SYSTEJl

Forty full term-credits, including military and physical training, are required for graduation under the general course system. Every student must take the prescribed subjects; in addition, he must select at least two subjects from the list of major electives, and he must then choose work sufficient to yield him the remainder of his necessary credits. No credits will be granted in any subject except according to the enumeration given. For example, if work is offered in a subject for from three to six credits, no credit will be allowed for less than three terms' work.

UNDER THE SPECIALIZED COURSE, OR GROUP, SYSTEM

Forty full tenn-credits, including military and physical training, together with an acceptable thesis, are required for graduation under the group system. Every student must take the prescribed subjects. In addition he must,