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Unformatted text preview: University of Toronto Department of Mathematics MAT223H1F Linear Algebra I Midterm Examination October 25, 2007 P. Bachurin, A. Fischer, B. Koenig, S. Uppal Duration: 1 hour 50 minutes Last Name: Given Name: Student Number: Tutorial Code: No calculators or other aids are allowed. FOR MARKER USE ONLY Question Mark 1 /8 2 /8 3 /8 4 /9 5 /9 6 /9 7 /9 TOTAL /60 1 of 9 For each of the statements below, decide if it is true or false. Indicate your answer by shading in the box corresponding to your choice. Justify your answer by providing an appropriate proof or counter example. [4] 1(a) Every homogeneous system of 4 linear equations in 6 unknowns has a solution. true false [4] 1(b) It is impossible for a system of linear equations to have exactly two solutions. true false 2 of 9 For each of the statements below, decide if it is true or false. Indicate your answer by shading in the box corresponding to your choice. Justify your answer by providing an appropriate proof or counter example....
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This note was uploaded on 04/10/2010 for the course MAT MAT223 taught by Professor Uppal during the Fall '09 term at University of Toronto Toronto.
 Fall '09
 UPPAL
 Linear Algebra, Algebra

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