Q(3) The sequence 2n – 4n3 3n7 + n3. (a) Converges to: (b) Diverges (c) Converges to

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 49E
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Q(3) The sequence
2n7 - 4n3
3n7 + n3 - 6
(a) Converges to
(b) Diverges
(c) Converges to
?
Q(4) The Sequence:
sin-
n=0
(a) geometric series with r= so the series converges
(b) geometric series with r= 1 so the series diverges
Q(5) the second term of Maclaurin series generated by f (x) = e-* is:
%3D
(a) x
(b) –x?
(c) -x
NIM
Transcribed Image Text:Q(3) The sequence 2n7 - 4n3 3n7 + n3 - 6 (a) Converges to (b) Diverges (c) Converges to ? Q(4) The Sequence: sin- n=0 (a) geometric series with r= so the series converges (b) geometric series with r= 1 so the series diverges Q(5) the second term of Maclaurin series generated by f (x) = e-* is: %3D (a) x (b) –x? (c) -x NIM
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