MATH 2300 Final: FinalF08

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31 Jan 2019
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I have neither given nor received aid on this exam. Check one below! (cid:13) 001 p. newberry . (9am) (cid:13) 002 e. wittenborn . (10am) (cid:13) 003 r. krieger . (11am) (cid:13) 004 s. limburg . (12pm) (cid:13) 005 m. stackpole . (2pm) (cid:13) 006 s. ih . (8am) If you have a question raise your hand and remain seated. In order to receive credit your answer must be complete, logical, legible, and correct. Show all of your work, and give adequate explanations. No shown work even with the correct nal answer, no points! In case of two di erent answers to one problem, the lower score will be chosen! 10: (15 points) evaluate the integrals below. Fully justify your answers below. (a) (7 points) 1 x(ln x)2 dx: (15 points) solve the following di erential equation d2y dx2 2 dy dx.