na approxim Uf the polync p (z) = 25 + 24 – 5 z3 – 4 and enter them in the box below. Your approximations should be correct to 10 significant figures. You must enter the roots as a Maple list, that is, enclosed in square brackets. For example, a typical answer v similar to: [-.8724241534, -.1573479856-.7588819850*I, -.1573479856+.7588819850*l, .7991119175, 2.388008207]

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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Find approximations to all 5 roots of the polynomial
p(z)
= 25 + z4 – 5 z3 – 4
%3D
and enter them in the box below. Your approximations should be correct to 10 significant figures.
You must enter the roots as a Maple list, that is, enclosed in square brackets. For example, a typical answer would be
similar to:
[-.8724241534, -.1573479856-.7588819850*1, -.1573479856+.7588819850*1, .7991119175, 2.388008207]
Transcribed Image Text:Find approximations to all 5 roots of the polynomial p(z) = 25 + z4 – 5 z3 – 4 %3D and enter them in the box below. Your approximations should be correct to 10 significant figures. You must enter the roots as a Maple list, that is, enclosed in square brackets. For example, a typical answer would be similar to: [-.8724241534, -.1573479856-.7588819850*1, -.1573479856+.7588819850*1, .7991119175, 2.388008207]
NORM MATH DECI
4
X+x'- 5x° -4= 0
X = -2.74887229513
x = -0.92401265963
x = 0.38004751864+i×- 0.82393440011
x = 0.38004751864+i×0.82393440011
x = 1.91278991749
Transcribed Image Text:NORM MATH DECI 4 X+x'- 5x° -4= 0 X = -2.74887229513 x = -0.92401265963 x = 0.38004751864+i×- 0.82393440011 x = 0.38004751864+i×0.82393440011 x = 1.91278991749
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