Question

Not secure csuwebworks.website/webwork2/MATH-221-06-Spring-20/P5-221/6/ YouTube Maps ECOLO G UE 2 of the questions remain unanswered. CHICO (1 point) Decide whether each of the following series converges. If a given series converges, compute its sum. Otherwise, enter INF if it diverges to infinity, MINF if it diverges to minus infinity, and DIV otherwise. (e13 – c126-) (sin(6n) - sin(6(n + 1))) Note: In order to get credit for this problem all answers must be correct Type here to search

Answer 1

12K 120k++) ) © Ě cel?n el2cnt) ) = aim Ž (e -e n=1 nuo kel 12x2 X3 12 r 2X2 ) + Cle - traité = Kim Ile-€ no L e34, kim tenis e loca telpon clachty] lion cel? c12ent")) = -00 E مول ۲ . - MINE M8 Isin (61) – sin contu))) din (sincek) - sin ( GCK+017 Kel W Kim (sin(6) - sing6-2)) +(sigts.2) - sin (663)) +.. (sin(624-27-sinlen) ) + (sincon) - sin (GCN+) 7 ه ا ma [ sin(6) - sin ( 6(n+1)] in this limit does not exist n + n ® ] (sin (%) - sinc ) - dim Ê farin ( 9 ) – sin ( t)) = time (sin (6) - sinceton) CS Scanned with = sin(6) - si inte) Meco no Иәр CamScanner

= sin(6) so sum of series is sin (6) 1 3 Incal I da I X4 Incal Let I = Let I= f In der using integration by part techniques. mens S ** de - Sen clow).S**dx Jon Incal. x 1. dn 2 a (-3) -3 Inca) 323 - Incal ģ x-3 3x3 3 Inch IM (212 on Cc413700 4 -0+ meio + - 3 Incan - dx mated with ann Soartner

L solo en seis series provestes conrere Je al n4 using integral lest. Scanned with CamScanner
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