Transform the following product by making the change of variable i = k + 1. When k = 1, then i = . So when k and k k2 + 8 are expressed in terms of i, the results are k = and k k2 + 8 = . Thus, Π n k = 1 k k2 + 8 = Πn + 1i = 2
Transform the following product by making the change of variable i = k + 1. When k = 1, then i = . So when k and k k2 + 8 are expressed in terms of i, the results are k = and k k2 + 8 = . Thus, Π n k = 1 k k2 + 8 = Πn + 1i = 2
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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Question
Transform the following product by making the change of variable
i = k + 1.
When k = 1, then i =
. So when k and
k
k2 + 8
are expressed in terms of i, the results are k =
and
k
k2 + 8
=
.
Thus,
Π n k = 1
k
k2 + 8
= Πn + 1i = 2
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