Express the indefinite integral rºsin 6) dæ, as a Maclaurin series. O 0מ 00 2n+5 Ο+Σ(", +Š(-1)" (2n + 5)22n+5 (2n + 1)!
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Express the indefinite integral rºsin 6) dæ, as a Maclaurin series. O 0מ 00 2n+5 Ο+Σ(", +Š(-1)" (2n + 5)22n+5 (2n + 1)! ºc c+ (-1) (2n + 4) 2n+ 220+1 (2n + 1)! oc 2n+1 c+ (-1)" (2n + 1)22n+1 2n! n=0 OO n%3D0 00 2n+5 c+ (-1)" (2n + 5)22n+S (2n + 2)! n=0 ag 22n+5 c+ (-1)" C (2n + 5)22n+1 (2n + 1)! n=0
Which of the following series converge? (1) 7n2 n²+1 Σ. In 92 2n22 +1 (INT) 'tan in n=1 (ii) and (iii) only O None of the above series converge. O All of the above series converge. (i) and (ii) only O (i) and (iii) only