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Alternating Series, Absolute Convergence and Conditional ...

Alternating Series, Absolute Convergence and Conditional ...

www.math.utah.edu

5 Absolute Ratio Test Let be a series of nonzero terms and suppose . i) if ρ< 1, the series converges absolutely. ii) if ρ > 1, the series diverges. iii) if ρ = 1, then the test is inconclusive. EX 4 Show converges absolutely.

  Series, Converge, Series converges

Math 116 — Practice for Exam 2 - University of Michigan

Math 116 — Practice for Exam 2 - University of Michigan

dept.math.lsa.umich.edu

The series X∞ n=1 2 (−1) n n nr +4 2 = X∞ n=1 n nr +4 behaves like X∞ n=1 n2 nr = X∞ n=1 1 nr−2. The last series is a p-series with p = r− 2 which converges if r− 2 > 1. Hence the series converges absolutely if r>3. • Conditionally convergence: The function n2 nr +4 is positive and decreasing (for large values of n) when r > 2 ...

  Series, Converge, Series converges

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