If we use the limit comparison test to determine, then the series 1 n=17+ 8nln(n) Σ=1 O A. neither converges nor diverge

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answerhappygod
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If we use the limit comparison test to determine, then the series 1 n=17+ 8nln(n) Σ=1 O A. neither converges nor diverge

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If we use the limit comparison test to determine, then the series 1 n=17+ 8nln(n) Σ=1 O A. neither converges nor diverges OB. converges C. limit comparison test is inconclusive, one must use another test. inconclusive, O D. diverges
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