Exercise 4: The equation X = 2 sin(x) has two fixed points: 0 and 1.895. Compute the rate of convergence (or divergence)
Posted: Tue Sep 07, 2021 7:27 am
- Exercise 4 The Equation X 2 Sin X Has Two Fixed Points 0 And 1 895 Compute The Rate Of Convergence Or Divergence 1 (37 KiB) Viewed 272 times
Exercise 4: The equation X = 2 sin(x) has two fixed points: 0 and 1.895. Compute the rate of convergence (or divergence) of the fixed-point iteration Xk+1 = 2 sin(xk), when xk is close to the fixed point 0 or close to 1.895. For Xo = 0.5, compute x1, x2, and X3. Draw a cobweb diagram.