In parts (a)-(d), find the values of the sums in terms of n. In par n a. Σκ= k=1 b. C. d. e. n k=1 Σ n k η2 21.00 || = 8 Σ(-3)- lim (Σ n-x Σ( 4k n? = :)) 8 η =

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 42E
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In parts (a)-(d), find the values of the sums in terms of n. In part (e), evaluate the limit of the sum from part (d).
2.
b.
C.
d.
e.
η
k=1
η
k=1
Σ
η
Ξ Ξ
k =
2100
||
||
8
Σ(")-
=
η 4k
τέτο (Σ(#9)) -
lim
n-400
η2 η
Transcribed Image Text:In parts (a)-(d), find the values of the sums in terms of n. In part (e), evaluate the limit of the sum from part (d). 2. b. C. d. e. η k=1 η k=1 Σ η Ξ Ξ k = 2100 || || 8 Σ(")- = η 4k τέτο (Σ(#9)) - lim n-400 η2 η
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