261FE-S01 - MATH 261 - SPRING 2001 FINAL EXAM Name...

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MATH 261 - SPRING 2001 FINAL EXAM Name Instructor Signature Recitation Instructor Div. Sect. No. FINAL EXAM INSTRUCTIONS 1. You must use a #2 pencil on the mark-sense sheet (answer sheet). 2. On the mark-sense sheet, fill in the instructor’s name and the course number. 3. Fill in your name and student identification number and blacken in the appropriate spaces. 4. Mark in your division and section number of your class. For example, for division 02, section 03, fill in 0203 and blacken the corresponding circles, including the circles for the zeros. (If you do not know your division and section number ask your instructor.) 5. Sign the mark-sense sheet. 6. Fill in the information above and fill in your name on each of the question sheets. 7. There are 20 questions, each worth 10 points. Blacken in your choice of the correct an- swer in the spaces provided for questions 1–20. Do all your work on the question sheets. Turn in both the mark-sense sheets and the question sheets when you are finished. 8. No partial credit will be given, but if you show your work on the question sheets it may be considered if your grade is on the borderline. 9. Calculators are not allowed. NO BOOKS OR PAPERS ARE ALLOWED. Use the back of the test pages for scratch paper. 1
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Name 1. Give the equation of a plane containing the points (1 , 0 , 0) and (1 , 2 , 1) and parallel to the line whose equations are x = y , z =0. A. x + y =1 B. x - y =1 C. x - y + z =1 D. x - y +2 z =1 E. x + y - z =1 2. Let ~ r ( t )= e t cos t ~ i + e t sin t ~ j be parametric equations of a curve C . Find the length of C from t =0to t = π .
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This note was uploaded on 10/16/2009 for the course MA 261 taught by Professor Stefanov during the Spring '08 term at Purdue University-West Lafayette.

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261FE-S01 - MATH 261 - SPRING 2001 FINAL EXAM Name...

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