2. (Bisection Method; 32pts). Use the Bisection method to find an approximation pN of the unique root of the function f(x) = Vr – cos(3.90x) in (0.26, 0.28] satisfying RE(pN = PN-1) < 10-5 (if you are going to use a scientific calculator, make sure it is in Radian mode before you start). All calculations are to be carried out in the FPA6. Present the results of your calculations in a standard output table for the Bisection method of the form bn Pn | f(an) f(Pn) | RE(pn = Pn-1) an

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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Step by step with explanation please. Numerical analysis 2)
2. (Bisection Method; 32pts). Use the Bisection method to find an approximation pN of the unique root of the function
f(x) = Va – cos(3.90x)
in [0.26, 0.28] satisfying RE(pN z PN-1) < 10-5 (if you are going to use a scientific calculator, make sure it is in Radian mode before you start).
All calculations are to be carried out in the FPA6. Present the results of your calculations in a standard output table for the Bisection method of
the form
bn
Pn f(an) | f (Pn) | RE(pn = Pn-1)
n
an
Transcribed Image Text:2. (Bisection Method; 32pts). Use the Bisection method to find an approximation pN of the unique root of the function f(x) = Va – cos(3.90x) in [0.26, 0.28] satisfying RE(pN z PN-1) < 10-5 (if you are going to use a scientific calculator, make sure it is in Radian mode before you start). All calculations are to be carried out in the FPA6. Present the results of your calculations in a standard output table for the Bisection method of the form bn Pn f(an) | f (Pn) | RE(pn = Pn-1) n an
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