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Apply the Newton-Raphson's method x n+1 = x n f '(x n ) / f ''(x n ) to develop a function double findMinMax() that
Apply the Newton-Raphson's method xn+1 = xn f '(xn) / f ''(xn) to develop a function double findMinMax() that returns a solution that is either a minimum value or a maximum value for z. The program finds a local minimum or a local maximum when the difference between the new solution and the previous one is smaller than 0.00001 within 10000 iterations. Otherwise, it shows Infinity as output.
- Let function z = x4+2y6 xy x + 2. Show the post-conditions for z.
The preconditions for x and y are shown as below. Feel free to choose an arbitrary initial guess values x0 and y0 that meet the following precondition.
- |x| 6 and |y| 5
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