Exam-MATH3705.Winter2005

Exam-MATH3705.Winter2005 - ~fiA DURATION: 3 HOURS...

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Unformatted text preview: ~fiA DURATION: 3 HOURS Department Name and Course Number: Mathematics and Statistics, MATH 3705 /i) 13, C Course lnstructor(s): Dr. E. Devdariani, Dr. S. Melkonian, Dr. J. Abdulrahman I AUTHORIZED MEMORANDA I I NONE I This examination may be released to the Library. This examination paper may not be taken from the examination room. Instructions: 1. Please circle your section number or "Deferred" below. .Section A (Dr. E. Devdariani) .Section B (Dr. S. Melkonian) .Section C (Dr. J. Abdulrahman) .Deferred 2. Please provide your name, student number and signature below. Last Name Given Names Signature Student Number 3. This examination contains 17 pages. Please report any missing pages to the proctor. Pages 15, 16 and 17 contain tables of Laplace and Fourier transforms and a summary of Fourier series. These pages may be detached for easier viewing. 4. Problems 1 -14 are multiple choice, worth 3 marks each. Circle the correct answer. Only the answer will be marked. In problems 15 -20, show your work. Problem i Maximum Mark I Mark 1 -14 15 16 17 18 19 20 Total 42 10 10 9 10 9 10 100 /J.ff Final Examination, April 2005 -MATH 3705 Name Page 2 1 { e-2t cos(3t)} = 8-2 (a) (s -2)2 +9 8+2 (8+2)2+9 8+2 82 +9 (c) e-2s 82 + 9 None of the above. 2. L{ t sin(2t)} = .s (82 + 4)2 48 ( c ) (:;2+4)2 (e) None of the above. /j.1'1 Final Examination, April 2005 -MATH 3705 Name Page 3 5e-4s 82 -8 -6-e-2(t-4)]...
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Exam-MATH3705.Winter2005 - ~fiA DURATION: 3 HOURS...

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