Question

CMPSC 200 Part 2: Matlab Coding Newton Raphson Method ICA 21B Provide a single script file ICA21.m that performs the desired actions. Separate each problem with a section break (double percent signs). At the top of your script, include a comment containing your name, class section, and the date. Suppress all intermediate output. Include each of your answers as comments in your script. 8. (20 points) Develop a Matlab script using the Newton Raphson method to find a zero of F(x) = \frac{1.5x}{(1+x^2)^2} + \frac{0.65x}{1+x^2} - 0.65 \tan^{-1}(\frac{1}{x}) = 0 Use an initial guess of x = 0 and a tolerance of 1E-6. How many iterations does it take to converge to the solution? Report your answers as comments. Hint: Use the pseudocode provided in the lecture slides.

          CMPSC 200
Part 2: Matlab Coding
Newton Raphson Method
ICA 21B
Provide a single script file ICA21.m that performs the desired actions. Separate each problem
with a section break (double percent signs). At the top of your script, include a comment
containing your name, class section, and the date. Suppress all intermediate output. Include
each of your answers as comments in your script.
8. (20 points) Develop a Matlab script using the Newton Raphson method to find a zero of
F(x) = \frac{1.5x}{(1+x^2)^2} + \frac{0.65x}{1+x^2} - 0.65 \tan^{-1}(\frac{1}{x}) = 0
Use an initial guess of x = 0 and a tolerance of 1E-6. How many iterations does it take
to converge to the solution? Report your answers as comments.
Hint: Use the pseudocode provided in the lecture slides.

CMPSC 200
Part 2: Matlab Coding
Newton Raphson Method
ICA 21B
Provide a single script file ICA21.m that performs the desired actions. Separate each problem
with a section break (double percent signs). At the top of your script, include a comment
containing your name, class section, and the date. Suppress all intermediate output. Include
each of your answers as comments in your script.
8. (20 points) Develop a Matlab script using the Newton Raphson method to find a zero of
F(x) = (1.5x)/((1+x^2)^2) + (0.65x)/(1+x^2) - 0.65 tan^-1((1)/(x)) = 0
Use an initial guess of x = 0 and a tolerance of 1E-6. How many iterations does it take
to converge to the solution? Report your answers as comments.
Hint: Use the pseudocode provided in the lecture slides.

Added by Gema M.

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