4. Estimate the root of the expression, f(x)=x-cosx, using: a. Bisection Method in the interval [-1.0]...
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4. Estimate the root of the expression, f(x)=x²-cosx, using: a. Bisection Method in the interval [-1.0] with error tolerance of 0.001% b. False Position Method in the interval [-1,0] with error tolerance of 0.001% c. Newton's Method using x=-1 with error tolerance of 0.0001% d. MOSS using x= -1 with error tolerance of 0.001%. Use the form, x = √cosx. 4. Estimate the root of the expression, f(x)=x²-cosx, using: a. Bisection Method in the interval [-1.0] with error tolerance of 0.001% b. False Position Method in the interval [-1,0] with error tolerance of 0.001% c. Newton's Method using x=-1 with error tolerance of 0.0001% d. MOSS using x= -1 with error tolerance of 0.001%. Use the form, x = √cosx.
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Sol Bisection Method fxx Cosx x 10 x1 21 x Iteration 1 2021 2 1 0 2 Using Excel the following Table be obtained 1 1 1 xn1 Iteration xn fxn2 Tolerance 05 062758 1 2 075 016919 1666666667 0875 0124628 7... View the full answer
Related Book For
Applied Regression Analysis and Other Multivariable Methods
ISBN: 978-1285051086
5th edition
Authors: David G. Kleinbaum, Lawrence L. Kupper, Azhar Nizam, Eli S. Rosenberg
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