(2k + 6)! Consider the series > ar | k-1((k + 4)!)2" k-1 a) What is ak+1? ak-1 = ak+l? b) What is ak ak-1/ag= ak+1 c) Compute lim If the limit is infinite, enter infinity. If the limit does not ak exist, enter DNE. Limit IM:

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 54E
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(2k + 6)!
Consider the series
ak
k-1 ((k + 4)!)?
a) What is ak+1?
ak+1 =
ak+1 ?
b) What is
ak
ak-1/a =
If the limit is infinite, enter infinity. If the limit does not
ak
ak+1
c) Compute lim
exist, enter DNE.
Limit
IM:
IM:
Transcribed Image Text:(2k + 6)! Consider the series ak k-1 ((k + 4)!)? a) What is ak+1? ak+1 = ak+1 ? b) What is ak ak-1/a = If the limit is infinite, enter infinity. If the limit does not ak ak+1 c) Compute lim exist, enter DNE. Limit IM: IM:
d) What does the Ratio Test say about the convergence of the given series?
O The series converges absolutely.
O The series converges conditionally.
O The Ratio Test is inconclusive.
O The series diverges.
Transcribed Image Text:d) What does the Ratio Test say about the convergence of the given series? O The series converges absolutely. O The series converges conditionally. O The Ratio Test is inconclusive. O The series diverges.
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