Iterations 0800 I1 12 13 14 I5

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Iterations
11
12
I 3
a
In I1, а одиале
Octagon. If
we consider I1
1 diagram then
12 has (1 + 4) diagrams
I3 has (1+4+4²2) diagrams
14 has (1+4+4² +43) diagrams
IS has (1+4+4² +4² +4²") diagrams
4
1
3
So, In has (1+4+4² +4² +4 4 - - + m²).
diagrams.
In has 4-1
n
— (4²_1) diagrams
=
3
2-1
B
It x+x² + x³ +--+x
1(x²-1)
x-1
Sum of G.P.
O
14
I5
is inside the
as
Transcribed Image Text:Iterations 11 12 I 3 a In I1, а одиале Octagon. If we consider I1 1 diagram then 12 has (1 + 4) diagrams I3 has (1+4+4²2) diagrams 14 has (1+4+4² +43) diagrams IS has (1+4+4² +4² +4²") diagrams 4 1 3 So, In has (1+4+4² +4² +4 4 - - + m²). diagrams. In has 4-1 n — (4²_1) diagrams = 3 2-1 B It x+x² + x³ +--+x 1(x²-1) x-1 Sum of G.P. O 14 I5 is inside the as
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