Homework (13.07.22) (1) n=1∑∞​2n(n2+1)3n2+5n​ (5n=1∑∞​n2+131−2n​ (2) n=1∑∞​n6+1​nn−1​ (6)n=3∑∞​(n−2)0!​e4n​ (3) n=1∑∞​n3

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answerhappygod
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Homework (13.07.22) (1) n=1∑∞​2n(n2+1)3n2+5n​ (5n=1∑∞​n2+131−2n​ (2) n=1∑∞​n6+1​nn−1​ (6)n=3∑∞​(n−2)0!​e4n​ (3) n=1∑∞​n3

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Homework 13 07 22 1 N 1 2n N2 1 3n2 5n 5n 1 N2 131 2n 2 N 1 N6 1 Nn 1 6 N 3 N 2 0 E4n 3 N 1 N3 1
Homework 13 07 22 1 N 1 2n N2 1 3n2 5n 5n 1 N2 131 2n 2 N 1 N6 1 Nn 1 6 N 3 N 2 0 E4n 3 N 1 N3 1 (39.22 KiB) Viewed 15 times
Homework (13.07.22) (1) n=1∑∞​2n(n2+1)3n2+5n​ (5n=1∑∞​n2+131−2n​ (2) n=1∑∞​n6+1​nn−1​ (6)n=3∑∞​(n−2)0!​e4n​ (3) n=1∑∞​n3+94n2−n​ (4) n=1∑∞​(no)2(2n)01​​}ratio n​ (7) n=1∑∞​42nn1−3n​
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