“The Menagerie” By Wendell Blackett Wonders of years in the past haunted the lady. A sense of regret still lingered in her mind. The experiences sadly brought, left her thinking maybe, it was she who was mistaken, nd alone without love. Her eyes raced through the menagerie she could not find. Her delusions of grandeur still could not be quenched. Her endless derision let her think back on feelings locked inside. She tried to keep from screaming as her body slowly flinched. If only she could have sensed the dangers which were to come. Rest could return to her menagerie she built up. But for her empty spaces left her lonely and glum. She knew her mistake was the images which kept her from the cup. He could not escape from a menagerie made of gold. Her world was the only place he could find his own soul. PROBLEM CORNER The Department of Mathematics and Computer Science is pleased to announce a project to be known as “PROBLEM COR- NER” and to be coordinated by Dr. Tomasz Kaczynski. The aim of the project is to make available to students a set of interesting and challenging problems. Another aim is the encouragement of problem solving. The basic rules of operation of the project are as follows: ~ A set of problems shall be posted at the beginning of each month. — Solutions to any of the problems will be welcomed until the end of the month and should be submitted in writing to Dr. Tomasz Kaczynski, Memorial—104. (Please slide your submission under the door if Dr. Kaczynski is absent). — Queries about the project and questions should be directed to Dr. Kaczynski. ~ Prizes will be offered to the authors of correct and/or origi- nal solutions of any problem at a social gathering at the end of the semester. SET 1-—January 1989 | 1. Show that the product of three consecutive integers is never a perfect square. 2. There are K people in a class (K > 2). Show that at least two of them must know the same number of people from among those present. (Assume that if A knows B then B knows A). 3. Solve the simultaneous system of equations 21+ 22 23 24 =2 @o2+21 2324 =2 23 +2; 22 %4=2 Z4+ 21 22 Ooo. 2 (Explain your work so to make it clear that you obtained all solutions). 4. If zo < 21and for n > 1, 2nz1 = Zn +2n-1, find : 2 limy_.o0 2n- Prove your answer. Solutions accepted until Wednesday, February 8 (date of post- ing solutions February 9) Only the first correct solution of a prob- lem qualifies for prize unless other solutions are based on different methods or ideas. “Phe Doomsday Device’ By Wendell Blackett. They decided one day that they would build themselves a bomb. If the Germans built it first than democracy would not last long. The race began and the Japanese were in the way. So Mr.Trueman decided he would drop it on them one day. Many were killed by two atomic blasts in three short days. The success of the mission was always marred by the hell to pray. It was not long before these doomsday devices became the norm. Many people protested against the doomsday device that was born. Two nations grew to oppose one another each threatening the other. Such a pity that the fools can’t see that they are brothers. Soon others began to build up their various arsenols. . Still peace lovers dreaded the doomsday device and its toll. Sad days passed than a Soviet man began to talk of Glasnost. Soon few doomsday devices were about to give up the ghost. But it war only for show nd the threat was still alive. There were even those who felt that the race should thrive. There was a time when we all thought deterrance was the answer. _ Still it will scare others who believe the Doomsday device is a cancer. _ as a cutton is pushed so the very word we are in can end. _ Can they not see the madness of this, the darkest of sins. -long-term. Make the Certified General Accountants education program part of your future and build a career in accounting or financial management. Our study program lets you work full-time as you advance in your career. You'll develop computer expertise, a full range of highly desirable professional skills, and the unique ability to lead in industry,, government, commerce, and public practice. Relevant post secondary courses earn you advanced credit standing. Exemption policy brochure is available upon request. To find out more about Canada’s most innovative and fastest- growing source of accounting professionals, contact: Certified General Accountants Association P.O. Box 812, Charlottetown, °.E.I. C1A 7L6 (902) 892-3787 = Thursday, February 2nd, === = == ——