MATH 141 Study Guide - Midterm Guide: Ratio Test, Integral Test For Convergence, Conditional Convergence
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Sample a: which of the following is true for the four series given below: If it is: 1, the series diverges. c) d) e) 3: which of the following is true for the series given below. 4n3 + e2: converges by the limit comparison test with, diverges by the comparison test with, diverges by the ratio test. n=1, diverges by the limit comparison test with, converges by the ratio test. Math 141: find lim x 0 cos 2x cos 5x sin2 x. 2 c: 0, evaluate, 1 (cid:90) . 1 e x e x + 2 dx: the integral diverges, 1 + ln 2 ln(2e + 1, 1 ln 2 + ln(2e + 1, 1 ln 2 + ln(2e) (cid:90) 4. 3 x dx: ln 2, ln 3, ln. 2: the integral diverges, 0, find the sum of the following series.
