The limit of the following infinite sum can be evaluated using a definite integral. (1+ i) n 4 lim f(x)dx. n3 a In the integral, a = 1 f(x) = 4x3 The limit of the infinite sum is (1 + i) n 4 lim = | f(æ)dæ - n3 a 15

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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The limit of the following infinite sum can be evaluated
using a definite integral.
4
lim
(1+ i)°
n3
a
In the integral,
a =
1
b
f(x)
4x3
The limit of the infinite sum is
4
lim
(1 + i)³
f(x)dæ =
n
n3
а
15
Transcribed Image Text:The limit of the following infinite sum can be evaluated using a definite integral. 4 lim (1+ i)° n3 a In the integral, a = 1 b f(x) 4x3 The limit of the infinite sum is 4 lim (1 + i)³ f(x)dæ = n n3 а 15
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