APFIVE Series Convergence Using The Limit Comparison Test
The series ∑√(n²+1)/(n²√n) is:
A
Convergent by Direct Comparison with ∑1/n
B
Convergent by Limit Comparison with ∑1/n^(3/2)
C
Divergent by Limit Comparison with ∑1/n
D
Divergent because lim(n→∞) aₙ = 0
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