UIHistories Project: A History of the University of Illinois by Kalev Leetaru
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Repository: UIHistories Project: Course Catalog - 1897-1898 [PAGE 208]

Caption: Course Catalog - 1897-1898
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206

GENERAL DESCRIPTION OF COURSES

MATHEMATICS

1. ADVANCED ALGEBRA.—For students in courses requiring

spherical trigonometry. This course presupposes a thorough knowledge of elementary algebra through simultaneous quadratics and proportion. Students, who for any reason have not had this elementary work recently, would find it to their advantage to review it thoroughly before commencing this course. The work will cover the following topics: Progressions, indeterminate equations, binomial theorem for fractional and negative exponents, undetermined coefficients, decompositions of fractions, theory of limits, convergency and divergency of series, reversion of series, summation of series, logarithms, continued fractions, permutations and combinations, probability, and the loci of equations. Winter term,

at o. 15 and at 11.05, full credit. BRENKE. 2. Bowser's College Algebra. Mr.

ADVANCED ALGEBRA.—For students in courses not requiring

spherical trigonometry, to be taken with course 4. This course will cover all the work given in course 1, and in addition will include a short introduction to the general theory of equations, with applications to the solution of numerical equations. Winter term, at 8, at 9,

at 10, at 11, and at 1.20, two-fifths credit; winter term, at 8, at 9, at 10, at 11, and at 1.20, full credit. Bowser's College Algebra. Mr. BURNHAM. 3. PLANE AND SPHERICAL TRIGONOMETRY.—This course covers

the same ground in plane trigonometry as course 4. In addition to the work outlined there, about two-fifths of the term will be given to developing the general principles and applications of spherical trigonometry. It is intended that this course shall be followed by course 1 in advanced algebra. Fall term, at o and at 11, full credit.

Bowser's Trigonometry. Mr. BRENKE.

Required: Math. 19. 4. PLANE TRIGONOMETRY.—The following topics will be taken up, viz.: Measurement of angles, trigonometric functions and their fundamental relations, functions of the sum and the difference of two angles, functions of twice an angle and of half an angle, the construction and use of logarithmic tables, solution of trigonometric equations, the relations between the sides of a triangle and the functions of its angles, the solution of triangles, Demoirve's theorem and trigonometric series. This course taken with that portion of course 2 in advanced algebra given in the fall term makes a full