10) Employ the following methods to find the maximum of the function from previous Equation. (a) Golden-section search (xi = -2, xu =1, ɛ: = 1%). (b)Parabolic interpolation (xo = -2, x1 =-1, x2 = 1, iterations = 4). Select new points sequentially as in the secant method. (c) Newton's method (xo = -1, ɛ: = 1%).

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 93E
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f(x) =-x* – 2x³ –9x² – 6x
– 2r3
Transcribed Image Text:f(x) =-x* – 2x³ –9x² – 6x – 2r3
10) Employ the following methods to find the maximum of the function from
previous Equation.
(a) Golden-section search (xi = -2, xu =1, ɛ: = 1%).
(b)Parabolic interpolation (xo = -2, x1 =-1, x2 = 1, iterations = 4). Select new
points sequentially as in the secant method.
(c) Newton's method (xo = -1, ɛ: = 1%).
Transcribed Image Text:10) Employ the following methods to find the maximum of the function from previous Equation. (a) Golden-section search (xi = -2, xu =1, ɛ: = 1%). (b)Parabolic interpolation (xo = -2, x1 =-1, x2 = 1, iterations = 4). Select new points sequentially as in the secant method. (c) Newton's method (xo = -1, ɛ: = 1%).
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