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Midterm

Simon Fraser MATH 150 Nov 2005 Midterm 2

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Department
Mathematics
Course
MAT223H1
Professor
All Professors
Semester
Winter

Description
MATH 150 Midterm 2, November 3, 2005 Last Name: First Name: SFU Student email : @sfu.ca 1. DONOTLIFTUP THECOVER PAGE UNTIL INSTRUCTED. 2. Circle your instructor. If you don’t, you lose a mark. 3. This test is comprised of 8 pages. 4. Once the test begins, please check that all pages are intact. 5. Do ALL questions. 6. Clearly explain your answer. No credit will be given for just writing down the answer. 7. If the answer space provided is not sufficient, write your answer on the back of the previous page. Clearly mark the question number. 8. Ordinary Scientific Calculators ONLY are allowed. NO GRAPHING CALCULATORS ALLOWED. Question Score Max 1 7 2 4 3 9 4 6 5 4 Total 30 Page 1 of 8 1) Find the indicated derivatives of the following functions. You do not need to simplify your answers. (1a) (4 marks) y and y 00 where y = e sin(2x) Answer 0 y = 00 y = Page 2 of 8 2 0 1 t (1b) (3 marks) g (t) where g(t) = t+1 , t > 0 Answer Page 3 of 8 2) A particle travels along a straight line. The distance s (in metres) the particle is from the origin 0 at time t (in secon
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