@ Find the nth term of the series. 1 + 4 × ² + 1 8 X² + 3/16 x + 11 960 X+ prove that the Series 4 - 4 x² + 48 × + · 960 b X + is solution of integral equation 4(x) = 1 + $ √xudt

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.2: Properties Of Division
Problem 50E
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@
Find the nth term of the
series.
1 + 4 × ² + 1 8 X² + 3/16 x + 11
960
X+
prove that
the Series
4
- 4 x² + 48 × + ·
960
b
X +
is solution of integral
equation
4(x) = 1 + $ √xudt
Transcribed Image Text:@ Find the nth term of the series. 1 + 4 × ² + 1 8 X² + 3/16 x + 11 960 X+ prove that the Series 4 - 4 x² + 48 × + · 960 b X + is solution of integral equation 4(x) = 1 + $ √xudt
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