MATH 141 Midterm: MATH141 PILACHOWSKI-T FALL2004 0101 MID EXAM 2

• School: University of Maryland
• Department: Mathematics
• Course: MATH 141
• Professor: All

Document Summary

November 12, 2004 math 141 test 3 (8. 4 9. 7) You must show all appropriate work in order to receive full credit for an answer. Answers should always be in simplest form: before handing in your test: on your first answer sheet only, please copy the pledge and sign, a. (14 points) evaluate x. 4 b. (10 points) the error incurred in using simpson"s rule to approximate an integral xf dx b a satisifies. Suppose that the interval [1, 2] will be divided into n subintervals of equal length and that f. Determine a value for n that guarantees an error of no more than. 10 (your answer does not have to be an integer, but should be in simplest form. ) ( x. 2: a. (14 points) find the 8th taylor polynomial for the function ( )xp8 xf sin b. (10 points) find lim n n ln n not exist).