Assignment 13: Series Convergence

A. Ratio Test B. Integral Test C. Comparison Test D. Root Test

A. Conditionally convergent B. Absolutely convergent C. Divergent D. Cannot determine

A. ∫₁∞ dx/(x²+1) converges B. The terms go to zero C. It is a p-series with p>1 D. By comparison with 1/n

A. Σ aₙ converges B. Σ aₙ might diverge C. Σ |aₙ| diverges D. The terms do not approach zero

A. Converges (limit = 1, Σ 1/n³ converges) B. Diverges C. Inconclusive D. Converges conditionally