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Mathematics, 27.11.2019 19:31 zykia1002

The series is absolutely convergent. c. the series converges, but is not absolutely convergent. d. the series diverges. a 1. βˆ‘n=1[infinity](βˆ’1)n+1(9+n)4n(n2)42n a 2. βˆ‘n=1[infinity](n42βˆ’6n3)n a 3. βˆ‘n=1[infinity](n+1)n5n2 c 4. βˆ‘n=1[infinity](n+1)n5n a 5. βˆ‘n=1[infinity](βˆ’1)nnβˆ’2ln(n+6) c 6. βˆ‘n=1[infinity](βˆ’5n)nn5n

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