A fourth- degree polynomial f(x) has some positive roots, f(x) = 4.25 x* + 21.25 x³ – (135. 25)x² – 8.25 x – 85.0614 f(xi) Use Newton's method x¡+1 = X; - f'(*i) to find the root with the tolerance of 10-1 Starting with xo 2.25. (Perform Maximum 4 Iteration) %3D TS A QUESTION FROM NUMERICAL COMPUTING. I NEED SOLUTION IN HAND WRITTEN PLEASE

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A fourth- degree polynomial f(x) has some positive roots,
f(x) = 4.25 x* + 21.25 x3 – (135.25)x² – 8. 25 x – 85.0614
f(xi)
Use Newton's method xi+1 = x; -
f'(xi)
to find the root with the tolerance of 10-1 Starting
with xo = 2.25. (Perform Maximum 4 Iteration)
ITS A QUESTION FROM NUMERICAL COMPUTING. I NEED SOLUTION IN HAND WRITTEN PLEASE
Transcribed Image Text:A fourth- degree polynomial f(x) has some positive roots, f(x) = 4.25 x* + 21.25 x3 – (135.25)x² – 8. 25 x – 85.0614 f(xi) Use Newton's method xi+1 = x; - f'(xi) to find the root with the tolerance of 10-1 Starting with xo = 2.25. (Perform Maximum 4 Iteration) ITS A QUESTION FROM NUMERICAL COMPUTING. I NEED SOLUTION IN HAND WRITTEN PLEASE
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