APPM 1350 Midterm: appm1350spring2016exam1
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Instructions: books, notes, and electronic devices are not permitted. Write (1) your name, (2) 1350/exam 1, (3) lecture number/instructor name and (4) spring 2016 on the front of your bluebook. Also make a grading table with room for 4 problems and a total score. A correct answer with incorrect or no supporting work may receive no credit, while an incorrect answer with relevant work may receive partial credit. Justify your answer. (d)(7 pts) suppose f (x) is an odd function such that f (x) = c, where c is some nonzero constant. 0 cos( ) 1 sin( ) (c)(7 pts) lim x 2 x2 + x 6. Find the value of k that makes q(t) continuous on ( , ). Justify your answer. (c)(7 pts) is the function f (x) = . X(cid:2)1 + cos2(1/x)(cid:3) , if x = 0.
