Mathematics
Class I. (Four hours.) Algebra: Bonnevie and Berg's text. From beginning to "Series." Geometry: Bonnevie and Sorensen's text. Entire text covered and reviewed. Examples at home and at school.
Class II. Real (Six hours.) Algebra: Bonnevie and Berg's text. From "Series" to end of text. Trigonometry: Johannesen's text. Completed and reviewed. Stereometry: Guldberg's text. Completed and reviewed. Analytical Geometry: Guldberg's text. From beginning to "The Ellipse." Problems at home and at school.
Class II. Linguistic (Two hours.) Algebra: Bonnevie and Berg's text. "Series." Trigonometry: O. Johannesen's text. Solving of problems.
Class III. Real (Six hours.) Guldberg's Analytical Geometry. E. Holst's Higher Arithmetical Series. Review of all requirements in real course. Solution of problems.
Class III. Linguistic (Two hours.) Review of the entire requirement. Examples at home and at school.
In addition to completing the work begun in the middle school in arithmetic, algebra, and geometry; instruction in the gymnasium includes trigonometry, stereometry, analytical geometry, and higher arithmetical series. The methods of instruction are the same as those used in the middle school though, of course, adapted to the greater maturity and stronger mentality of the pupils. By the time pupils enter the gymnasium considerable ability should have been gained in working independently. Where necessary, the teacher cooperates in solving problems and makes sure that the principles involved are thoroughly understood.
Frequently during the recitation period several members of the class are called to the blackboard, one at a time, to perform operations under consideration. As the pupil develops the problem he explains every step taken as he proceeds. The other pupils observe closely, take notes, and offer suggestions. The instructor carefully supervises every move, giving explanations when necessary not permitting erasures or leaving any operation until all in the class understand fully. In this way hearty cooperation is secured. Every mind is actively engaged and the excellent results testify of the validity of the method.
Work in analytical geometry and higher arithmetical series is taken only by those in the real course of instruction.