Consider the following Non-Linear system of equations: y = x+1 y = 2 cos(x) Write a...

 

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Consider the following Non-Linear system of equations: y = x+1 y = 2 cos(x) Write a MATLAB program to find the x,y solution of this system of equations using the Newton's Method for non-linear systems. You can write the partial derivatives into the program. Have the initial guesses for x,y be an input to the program. Run your program with initial guesses x0 = 0.7 and yo = 1.5. The program should stop when the approximate error of both x and y are less than 0.000001. The program should display the answer. Consider the following Non-Linear system of equations: y = x+1 y = 2 cos(x) Write a MATLAB program to find the x,y solution of this system of equations using the Newton's Method for non-linear systems. You can write the partial derivatives into the program. Have the initial guesses for x,y be an input to the program. Run your program with initial guesses x0 = 0.7 and yo = 1.5. The program should stop when the approximate error of both x and y are less than 0.000001. The program should display the answer.