Obtain the ROOT of the f(x)=x²-2e-x+e-2x function using (a) Secant root finding method and (b) Newton-Rapshon method. For the secant root finding method, the first predictive value is x0 = 4.0 and the second predictive value x1 3.0. Let the result be obtained in 8 iterations. LET THE FIRST PREDICTION VALUE XO 4.0 FOR the Newton-RapSHON method www AND GET 6 ITERATION RESULTS

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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can you help me .. My question is in the picture. But can you help me only question a  question (only part a)

Obtain the ROOT of the
f(x)=x²-2e-×+e-2x function using (a)
Secant root finding method and (b)
Newton-Rapshon method.
For the secant root finding method,
the first predictive value is x0
4.0 and the second predictive value
3.0. Let the result be
obtained in 8 iterations.
LET THE FIRST PREDICTION VALUE XO
4.0 FOR the Newton-RapSHON method
x1
AND GET 6 ITERATION RESULTS
Transcribed Image Text:Obtain the ROOT of the f(x)=x²-2e-×+e-2x function using (a) Secant root finding method and (b) Newton-Rapshon method. For the secant root finding method, the first predictive value is x0 4.0 and the second predictive value 3.0. Let the result be obtained in 8 iterations. LET THE FIRST PREDICTION VALUE XO 4.0 FOR the Newton-RapSHON method x1 AND GET 6 ITERATION RESULTS
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