Course Solutions Uncategorized (Solved) : 2 Common Problem Applied Mathematics Solving Integral Equation F X K X T Y T Dt Y X Functi Q27589508 . . . .

(Solved) : 2 Common Problem Applied Mathematics Solving Integral Equation F X K X T Y T Dt Y X Functi Q27589508 . . . .

 

Please code in Matlab

2. A common problem of applied mathematics is that of solving the integral equation f(x) + |K(x,t)y(t)dt -y(x), where the functions f(x) and K(x,t) are given and the problem is to compute y(x). If we approximate the integral by the quadrature formula then the integral equation becomes a system of linear algebraic equations: The solution y(C,),i -1,2,..., n, is the desired approximation to the function y(t). Using Simpsons rule, find an approximate solution of the integral equation 3 x®y(t)dt =y(x) 0 (a) Write a MATLAB program to solve the equation above. The main program (script file 

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