MATH 113 Final: MATH 113 BYU FinalF2006
Document Summary
Do not show your work for problem 1 through 9: please write neatly, notes, books, and calculators are not allowed, expressions such as ln(1), e0, sin( /2), etc. must be simpli ed for full credit. Part i: short answer and multiple choice questions. Do not show your work for problem 1: fill in the blanks with the correct answer. (a) does the improper integral z . 0 dx ex + 1 converge (yes or no) (b) the integral z cos x sin3 x dx equals (c) the integral z e2. = 1 is the equation of a/an (e) the radius of convergence of. Pn=0 (f) if n > 1, the integral z . 1 dx xn equals (g) the series x2 x4. 7! is the maclaurin series for the function (h) the integral z x sin x dx equals (i) the series 2 . Each multiple choice problem is worth 3 points.