MATH 152 Midterm: MATH 152 TAMU 2012c Exam 3a
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"an aggie does not lie, cheat, or steal, or tolerate those who do. " By signing below, you indicate that all work is your own and that you have neither given nor received help from any external sources. The use of any electronic device is prohibited. Mark the correct choice on your scantron using a no. For your own records, also record your choices on your exam! Be sure to write your name, section and version letter of the exam on the scantron form. Note: the following formulas may or may not be useful on this exam: (i) if |f (n+1)(x)| m on the interval [a, b], then |rn(x)| (ii) s sn f (x) dx n. X n=0 ( 1)n 2n (2n)! (a) none of these (b) 1 (c) 0 (d) 2 (e) e : which statement is true regarding the convergence or divergence of. 1 + sin2 n n2 (a) the series converges by the limit comparison test with.
