Answer this question The function f(x) = a +4x-10 0 has a unique root in [1, 2]. Using simple algebraic manipulation f(a) is changed into the fixed-point form x = g(x) to obtain g2 (x) V10 - 4x Find an approximation to the fixed point p3 for 92(x) using the fixed-point iteration method starting with an initial guess of Po = 1.1. Select the correct answer A 1.6163+3.0481i B 0.35918+0.67736i

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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The function f(x) = x + 4x? - 10 = 0 has a unique root in [1, 2]. Using simple
algebraic manipulation f(x) is changed into the fixed-point form x = g(x) to
obtain g2(x) = V - 4x Find an approximation to the fixed point p3 for
92 (x) using the fixed-point iteration method starting with an initial guess of
Po = 1.1.
Select the correct answer
A 1.6163+3.0481i
B 0.35918+0.67736i
C 1.7959+3.3868i
D 0.53877+1.016i
E 8.97955+16.9339i
Transcribed Image Text:Answer this question The function f(x) = x + 4x? - 10 = 0 has a unique root in [1, 2]. Using simple algebraic manipulation f(x) is changed into the fixed-point form x = g(x) to obtain g2(x) = V - 4x Find an approximation to the fixed point p3 for 92 (x) using the fixed-point iteration method starting with an initial guess of Po = 1.1. Select the correct answer A 1.6163+3.0481i B 0.35918+0.67736i C 1.7959+3.3868i D 0.53877+1.016i E 8.97955+16.9339i
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