An octagonal fractal pattern has the sequence (1, 8, 64, 512, .). The recursive formula is az = 1,a, = a,-1 +8, for n 2 2 a b az = 1,a, = a„-1°8, for n< 2 az = 1,a, = an-1 8, for n 2 2 d. a1 = 1,a, = an-1-8, for n 2>2

Advanced Engineering Mathematics
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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An octagonal fractal pattern has the sequence (1, 8, 64, 512, .). The recursive formula is
= an-1 +8, for n2 2
a
az = 1,a,
az = 1,a, = a,-1·8, for n<2
az = 1,a, = an-1·8, for n 2 2
d.
a1 = 1, a, = a,n-1 - 8, for n 22
Transcribed Image Text:An octagonal fractal pattern has the sequence (1, 8, 64, 512, .). The recursive formula is = an-1 +8, for n2 2 a az = 1,a, az = 1,a, = a,-1·8, for n<2 az = 1,a, = an-1·8, for n 2 2 d. a1 = 1, a, = a,n-1 - 8, for n 22
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