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Page 20 text:
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MILDRED CAREY, B. S. Central Mich. College of Education Seventh Grade Mathematics General Mathematics First Semester Mathematics KENNETH H. SUMMERER, B. S. Western Mich. College of Education Algebra, Geometry, Solid Geometry, Trigonometry Junior Class Sponsor Hi-Y Adviser A 4 .r 9 4 Q-ofkty'-'7- COHP I 1 0 f Q? Both practical and theoretical mathe- V matics are taught throughout the school. Percentage and its applications, graphs and simple constructions, which are taught in Jr. High, prepare the students for Sr. High courses. Elementary Alge- bra, Plane Geometry, Solid Geometry, Trigonometry and Advanced Algebra pro- vide a strong major for college entrance. Not many days ago an Algebra student asked a study hall teacher about an ex- ample saying, What do I do? I am sup- posed to prove that 2 1: 1. R. Taylor's long arm reaches to emphasize his question in Solid Geometry. D. Hart was stuck: Mr. Summerer took over the double radical inside brackets. 16
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Page 19 text:
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Department VWWQ' C. STUART PACKARD, B. A. Michigan State College English, Speech Thespian Adviser English classes study the usual things in the usual way for part of their courses, but the commonplace is spiced with debate, declamation, dramatization, and K choral reading. Students planning to go on to further education add one or more of these elective courses to the required three credits: Speech, English Liter- ature, Senior English - a combination of grammar, punctuation, spelling and rhetoric. Who will be next? Is this why teachers get gray? 15 MARJORIE TURK, B. A. Albion College English, Civics EDYTHE WESSEL, B. A. Olivet College, Illinois English I I-Inu: - WENT
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Page 21 text:
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Cepavtment MABEL MOORE, B. A. CHARLES E. RUSTE, B S Murray State Teachers College, KY- Central Mich. College of Education Seventh Grade Arithmetic, History Seventh Grade Mgfhemafgcs General Mathematics Second Semester Let a Then af '- Subtracting b: ae - bg Factoring Ca-bl Ca+bJ Then Ca + bl Substituting b + b Then 2b Therefore 2 b. ab. ab-b. bfa b. b. b- 1 K 1. y Another day this was the question in plane geometry: Prove that an empty glass is worth as much as a full glass. To prove: Divide by 2-Half Multiply by 2-Empty Glass : Full Glass Therefore : .+ ,gf , js WI. Empty Glass : Full Glass Empty Glass : Half Full Glass C2 halves! C2 halvesb .H Empty Glass 1 Full Glass .'a3Ur-EH? Who is going to have the right answers first in Mr. Pepper's Algebra section? 17
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