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Past Exam for MATH 2300 - Analytic Geometry and Calculus 2 with Mishev at Colorado (CU)

Exam Information

Material Type:Final
Professor:Mishev
Class:MATH 2300 - Analytic Geometry and Calculus 2
Subject:Mathematics
University:University of Colorado - Boulder
Term:--
Keywords:
  • Continuation
  • Convergence
  • Consideration
  • Following Functions
  • Following Series
  • Antiderivative
  • Power Series
  • Right Hand Side
  • Right-Hand Side
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CALCULUS 2, Math 2300 December 10, 2004 FINAL YOUR NAME: Circle your section 001 S. Miller ...............(9am) 002 B. Rider .............. (10am) 003 I. Mishev ..............(11am) 004 C. Bruns .............. (12pm) 005 N. Sagullo ............. (2pm) After you get the test back, if you consider that something was incorrectly graded, DO NOT WRITE ON YOUR TEST! As clearly as possible write down your version of the story on a clean sheet of paper, attach it to your test, and give it back to your instructor for further consideration. problem points score 1 4 pts 2 10 pts 3 6 pts 4 10 pts 5 16 pts 6 24 pts 7 4 pts 8 8 pts 9 6 pts 10 12 pts TOTAL 100 pts 1 1. (6 pts) Compute the derivative of the following functions. (a) f(x) = x(x2) (b) f(x) = logx(x) 2. (12 pts) Investigate the convergence or divergence of the sequences fang below as n !1. Evaluate those which converge. (a) an = tan(n 1) tan 1(n) (b) an = 1 + n n 3n 2 (c) an = 1n nX k=0 r k n 3. (6 pts) Compute the a...
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