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For the sequence an=3+4⋅(n−1), its first term is ; its second term is its third term is its fourth term is ; its fifth term is i its common difference d=
To test the series k=1∑∞6k4+4k51 for convergence, you will use the Limit Comparison Test, comparing it to the p series k=1∑∞4kp1 where p= Now by the limit comparison test, the series k=1∑∞6k4+4k51 diverges converges
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