
Root Finding
Please help..
Find a numerical approximation to the intersection between two functions
X=1.984/ln(x)
Starting from x_0=2.400 at k=0 by forming a convergent Fixed Point Iteration, other than Newton’s method . Demonstrate that the fixed point convergence criterion is satisfied near x_0. Tabulate
For k= 0 to 3 iterations.

Re: Root Finding
Okay, what is your difficulty? If you understand what a "fixed point iteration" is this is pretty easy.
With x_0= 2.4, x_1= 1.984/ln(2.4)= 2.266. Then x_2= 1.984/ln(2.266), etc.
What does your textbook give as the "fixed point convergence criterion"?