1-) Obtain the positive root of f(x)=2x3+3e%-4 : at the end of 7 iterations using (a) Secant and (b) Newton-Raphson root finding method. For the secant method, the initial estimation is x0 = 0.0 and x1 = 1.0; For the Newton method, let its initial value x0 2.0 Raphson

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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1-) Obtain the positive root of
o f(x)-2x3+3еx.4:
at the end of 7
iterations using (a) Secant and (b)
Newton-Raphson root finding method.
For the secant method, the initial
estimation is x0 = 0.0 and x1
Raphson
method, let its initial value x0
1.0; For the Newton
%3|
2.0
Transcribed Image Text:1-) Obtain the positive root of o f(x)-2x3+3еx.4: at the end of 7 iterations using (a) Secant and (b) Newton-Raphson root finding method. For the secant method, the initial estimation is x0 = 0.0 and x1 Raphson method, let its initial value x0 1.0; For the Newton %3| 2.0
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