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Example 19-28. The values of f(x) are given at a, b and c. Show that (under certain onditions to be mentioned) the maximum or minimum of f(x) is attained at f(a)(b² – c²) + f(b)(c² – a²) + f(c)(a² – b²) 2{fla)(b – c) + f(b)(c – a) + f(c)(a – b)}

Example 19-28. The values of f(x) are given at a, b and c. Show that (under certain onditions to be mentioned) the maximum or minimum of f(x) is attained at f(a)(b² – c²) + f(b)(c² – a²) + f(c)(a² – b²) 2{fla)(b – c) + f(b)(c – a) + f(c)(a – b)}

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Example 19-28. The values of f(x) are given at a, b and c. Show that (under certain conditions to be mentioned) the maximum or minimum of f(x) is attained at f(@)(b² – c²) + f(b)(c² – a²) + f(c)(a² – b²) 2{f{a)(b – c) + f(b)(c – a) + f(c)(a – b)}
Transcribed Image Text:Example 19-28. The values of f(x) are given at a, b and c. Show that (under certain conditions to be mentioned) the maximum or minimum of f(x) is attained at f(@)(b² – c²) + f(b)(c² – a²) + f(c)(a² – b²) 2{f{a)(b – c) + f(b)(c – a) + f(c)(a – b)}
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