Use the Limit Comparison Test to determine convergence or divergence. 3n²+ n=1n²+5n²-7 ∞ Σ Select the expression below that could be used for bn in the Limit Comparison Test and fill in the value of the limit L in your choice. +n+1 bn = n gives L= Obn=√n gives L = bn 1 n² gives L= 1 = gives L = n Does the series converge or diverge? Choose the correct answer below. Diverges Converges

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