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11) Suppose an>0. Which of the followill

11) Suppose an>0. Which of the followill

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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pleasssssssse solve question 11 

10) If 2 an = 12, then lim an = 848 n=1 (A) 1 8 (A) If lim 11) Suppose an > 0. Which of the following is (always) correct? an 1 3 n-x 6n (B) 2 (D) - (A) Σ n=0 8WiWi then (B) If an> for all n, then an is convergent (C) 0 n=0 n=1 (C) If an < for all n, then an is divergent z3n+5 (2n)! (D) If an is decreasing with f(n) = an and (E) If an>()" for all n, then (E) an is convergent n=1 8 12) The Maclaurin series for rx5 cos(x³) (-1)"x6n+5 (2n)! M8 n=1 n=0 ∞ n=1 8 (Β) Σ n=0 (D) 12 an is divergent x6n+5 (2n)! (-1)^²n+5 (2n)! (E) 6 f(x)da = 4, then a = 4 n=2 8 (C) Σ n=0 8 (-1)"p³n+5 (2n)!
Transcribed Image Text:10) If 2 an = 12, then lim an = 848 n=1 (A) 1 8 (A) If lim 11) Suppose an > 0. Which of the following is (always) correct? an 1 3 n-x 6n (B) 2 (D) - (A) Σ n=0 8WiWi then (B) If an> for all n, then an is convergent (C) 0 n=0 n=1 (C) If an < for all n, then an is divergent z3n+5 (2n)! (D) If an is decreasing with f(n) = an and (E) If an>()" for all n, then (E) an is convergent n=1 8 12) The Maclaurin series for rx5 cos(x³) (-1)"x6n+5 (2n)! M8 n=1 n=0 ∞ n=1 8 (Β) Σ n=0 (D) 12 an is divergent x6n+5 (2n)! (-1)^²n+5 (2n)! (E) 6 f(x)da = 4, then a = 4 n=2 8 (C) Σ n=0 8 (-1)"p³n+5 (2n)!
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