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Calculus I
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Comparison and Limit Comparison Tests
Grade Level
Calculus I
CAL1.160 Comparison and Limit Comparison Tests
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Consider the series (n=1 to ∞): Σ n²⁄(n⁴+sin n) Benchmark series (n=1 to ∞): Σ 1⁄n² Using comparison or limit comparison with the given benchmark, what can you conclude?
A
Converges
B
Inconclusive with the given benchmark
C
The series telescopes, so it must diverge
D
Diverges
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