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Page 106 text:
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Stucly of Geometry . 1 ww WM XM i XX 'u,s,, 'f om:w, Diane Banach, Judy DeBack, and Rose Ann Hildman listen attentively as Miss Joan Nugent explains one of the ways to prove a triangle congruent. U ig. u ut H e i i r'r1 V tg V -'l 2 : i K i s .. K Qt i' to V 'iili Susan Quartemont Edith Radovich Barbara Regenfelder Susan Ries Elizabeth Rozanski Louise Rueth Janet Ryczek Michelle Rygielski Georgia Rynderg Paulette Rzonca 100
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Page 105 text:
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Caeser's Conquests 2 Jxig, Qt, B B if K we My N 5 ik Jacqueline Oman 4 O f' mt v:.f, iff an Rita Patti 5 ,Vj1i ,, .,'x Q 5' Marie Pietrykowski Mary Beth Prausa Kathleen Purpora Kathleen Oman Janet Packee Mary Ann Peck Mary Pesch Sharon Pankonen Rosalie Peters A eyer Marilyn Pastoret 'L 1 ..z, t1,. tl 'S Barbara Petersen Q 'nm -Onan, Iidm-we Preparing to spin Caesar, the number one record in Latin II, are Barbara Benson and Kathryn Stiec. 99
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Page 107 text:
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Proved Fascinating to Many 'M' x 'fir L -f s 'W V ff Jeanne Sancomb ,N Gloriann Schreihart il S f' li , fa-1 , Erinanne Sheridan ,afe Alexandra Sienkiewicz if' ,kvk .f.1- Joan Siettmann ws i 4. sr 1 A .. Z VhV, ,, g Y S Judith Schmitz Patricia Schoofs ,, . , ,-N. ,KV . 1 'ww 'v 1 isa Ann Schweiger Rose Sevenich Side, angle, side is equal to side, angle, side, and therefore the triangles are congruent. These were among the words that became most familiar to the geometry students throughout the year. The sophomores found geometry a very fascinating part of math, geared to make them think logically. After a year of struggling with theorems and postulates, which are related to angles, triangles, and chords and tangents of a circle, the geo- metry students readily found the right theorems and postulates to prove the an- swers correct. There was the time when a student spent hours over one assignment and iust as the masterpiece was completed, it was destroyed by a great big ink blotch. Making good use of the study time allotted at the end of each class are these geometry students. looking up for inspiration to the solution of an in- tricate problem is Patricia Franecki.
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