## Answers

1. Con (FALSE) eye te series diverges but him to K & K senies divenges sy p-senies test of sum the ux conies is same (6) (TRUE) I KSI I as the limit of partial ( (FALSE) The definition of is [o ex is convergent sum by definition. conditionally convengent and coluk) is koo ic= 0 test applies to positive & divergent.

FALSE) Limit comparison term series only. co Ezkling :( lim K to Lim Galk k so 3 k (2-1) is FALSG E wt 9 + is a , , p, Cenu 4. (6) = (2x + 1)! ukti - (2 K+1) + 1) = (2x + 3)! FALSE

G FALSE po series test P71 Y renies an diverges. Ch Trene kso Ireny positive series is associated with the sequence of pantial sum. E ek is given Senies.

.
(Sk) say its sequence of pantial sum. & Sk = not wit – tuki Skti s lo tuyt een & uk cleanly sk s Skt . so (Sk) is a monotincally increating sequence of it is bounded above then conrengent otherwise divergent, but it never oscillates. Limet of sequence of pantial sum is sum of the renies. So series behaves like sequence of pantial sum.

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