DATE: April 25, 2017DEPARTMENT & COURSE NO: MATH 1300EXAMINATION: Vector Geometry and Linear AlgebraUNIVERSITY OF MANITOBAFINAL EXAMTITLE PAGETIME: 2 hoursEXAMINER: VariousFAMILY NAME: (Print in ink)GIVEN NAME(S): (Print in ink)STUDENT NUMBER:SIGNATURE: (in ink)(I understand that cheating is a serious offense)PLEASE CHECK THE APPROPRIATE BOX BELOWA01MWF - 10:30-11:20amM. Virgilio221 WallaceA02TR - 10:00-11:15amR. Craigen208 ArmesA03MWF - 1:30-2:20pmC. Cowan221 WallaceD01DistanceF. MagpantayINSTRUCTIONS TO STUDENTS:This is a 2 hour exam. No textbooks, notes,dictionaries, calculators, or other aids arepermitted. You may not have access tocellphones or electronic translators at any time.This exam has a title page, 9 pages of questionsand one blank page for rough work. Pleasecheck that you have all the pages. You mayremove the blank page if you want, but becareful not to loosen the staple.Please show your work clearly in the spaceprovided below each question. If you need moreroom, you may continue your work on thereverse side of the page, but CLEARLY indicatein the initial space that your work is continuedat a different location. Part marks are awardedfor work; final answers with no supporting workwill receive little credit.The value of each question is indicated in thelefthand margin beside the statement of thequestion.QuestionPointsScore11021431041051261278812912Total:100
DATE: April 25, 2017DEPARTMENT & COURSE NO: MATH 1300EXAMINATION: Vector Geometry and Linear AlgebraUNIVERSITY OF MANITOBAFINAL EXAMPAGE: 1 of 10TIME: 2 hoursEXAMINER: Various1. A parabola (whose equation has the formy=ax2+bx+c) passes through the points (2,2),(-1,2) and (0,-4).(a)[3]Set up a system of equations which coefficientsa, bandcmust satisfy for this to be true.
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