I need a program in matlab to accomplish this. Thank you.

1. To accomplish this assignment, you are required to use Kansa's method for solving the in-homogeneous Boundary Value (BVP) Problem as follows, with 100 evenly distributed interpolating points in the computational domain an [0, 1]. The analytical solution u (r, y) is defined as follows, U u (x, y)-y (1-y) x3 2. To demonstrate the accuracy of approximation constructed by Kansa's method in S2, you are required to generate two figures: . Figure 1 contains the approximation of the Kansa's method, and the analytical solution Figure 2 contains the error distribution of approximation with 2500 evenly distributed test points in with the optimal you can find. 1. To accomplish this assignment, you are required to use Kansa's method for solving the in-homogeneous Boundary Value (BVP) Problem as follows, with 100 evenly distributed interpolating points in the computational domain an [0, 1]. The analytical solution u (r, y) is defined as follows, U u (x, y)-y (1-y) x3 2. To demonstrate the accuracy of approximation constructed by Kansa's method in S2, you are required to generate two figures: . Figure 1 contains the approximation of the Kansa's method, and the analytical solution Figure 2 contains the error distribution of approximation with 2500 evenly distributed test points in with the optimal you can find