Dec2016 Math1300 Final def-sol.pdf - INTERNATIONAL COLLEGE OF MANITOBA DATE: Dec 2nd 2017 FINAL EXAMINATION TITLE PAGE DEPARTMENT & COURSE NO:

DATE: Dec 2nd, 2017DEPARTMENT & COURSE NO: MATH1300EXAMINATION: Vector Geometry and Linear AlgebraINTERNATIONAL COLLEGE OF MANITOBA FINAL EXAMINATION TITLE PAGE TIME: 2 hours EXAMINER: I. Soliman Family Name: (Print in ink) Given Name: (Print in ink) STUDENT ID: SIGNATURE: (in ink) (I understand that cheating is a serious offense) INSTRUCTIONS TO STUDENTS: This is 2 hour exam.Show all your work and justify your answers. Unjustified answers will receive LITTLE or NO CREDIT.No texts, notes, or other aids are permitted.Calculators, cell phones, electronic translators, and other electronic devices arenotpermitted. This exam has a title page, 8 pages of questions, and 1 blank pages for rough work (a total of 10 pages). Please check that you have all the pages. You may remove the blank pages if you want, but be careful not toloosen the staples. The value of each question is indicated beside the statement of the question. The total value of all questions is 81 marks. If you need more scrap paper, use the back of the pages.QuestionMarksScore 111 29 37 410 511 615 79 89 Total:81

DATE: Dec 2nd, 2017DEPARTMENT & COURSE NO: MATH1300EXAMINATION: Vector Geometry and Linear AlgebraINTERNATIONAL COLLEGE OF MANITOBA FINAL EXAMINATION PAGE: 1 of 12 TIME: 2 hours EXAMINER: I. Soliman 1. Let-→v= [1,2,-2],-→u= [1,-2,1] and-→ w= [0,-2,1]. Evaluate the following: (a)[3]Find the projection of-→valong-→ u.