Which one of the following is the N – M definition that lim,o∞ An is not positive infinity (A) ▼M > 0, 3N > 0, such that when n > N, a,n > M (B) 3M > 0,3N > 0, there exist n > N, an > M (C) 3M > 0,VN > 0, there exist n > N, an < M (D) VM > 0,3N > 0, such that when n > N, an < M (E) none of (A) - (D)
Which one of the following is the N – M definition that lim,o∞ An is not positive infinity (A) ▼M > 0, 3N > 0, such that when n > N, a,n > M (B) 3M > 0,3N > 0, there exist n > N, an > M (C) 3M > 0,VN > 0, there exist n > N, an < M (D) VM > 0,3N > 0, such that when n > N, an < M (E) none of (A) - (D)
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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Transcribed Image Text:Which one of the following is the N – M definition that limn an is not positive infinity
(A) VM > 0, EN > 0, such that when n > N, an > M
(B) 3M > 0,3N > 0, there exist n > N, an > M
(C) 3M > 0,N > 0, there exist n > N, an < M
(D) VM > 0,3N > 0, such that when n > N, an < M
(E) none of (A) - (D)
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