연세대학교 공학수치해석(Numerical Analysis for Engineering) 2주차숙제(secant method)
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- 2009.06.26
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- 2009.06
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연세대학교 엄원석 교수님 공학수치해석(Numerical Analysis for Engineering)
2주차숙제(secant method)입니다.
■ Problem 6.25 at p.159 of the text book.
Problem 6.25. Use the secant method on the circle function (x+1)²+(y-2)²=16 to find a positive real root. Set your initial guess to xi = 3 and xi-1 = 0.5. Approach the solution from the first and fourth quadrants. When solving for f(x) in the fourth quadrant, be sure to take the negative value of the square root. Why does your solution diverge?
목차
▶ OS - Windows XP language, compiler - Microsoft Visual C++
▶ Code List
▶ Outputs
▶ Graphs
▶ Discussion
본문내용
■ Problem 6.25 at p.159 of the text book.
Problem 6.25. Use the secant method on the circle function (x+1)²+(y-2)²=16 to find a positive real root. Set your initial guess to xi = 3 and xi-1 = 0.5. Approach the solution from the first and fourth quadrants. When solving for f(x) in the fourth quadrant, be sure to take the negative value of the square root. Why does your solution diverge?
▶ OS - Windows XP language, compiler - Microsoft Visual C++
▶ Code List
참고 자료
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