Do the 2nd Problem in C programming and the corrsponding figure is Fig2

UMovine Pate Ly Lx Stationary Plate Figure 1 Figure 2 2. Consider a Couette flow of oil (-872.5 kg/m, v 178.01 mm2/s) between two parallel plates separated by a distance H as shown in Figure 2. The bottom plate is kept stationary and the top plate is moving with velocity U m/s. The governing equation for this flow is given as _=C , where C =- ay Considering N divisions in y-direction, this equation is discretized as j+1 H-C, where Ay- H/N. Solve the discretized equation using Jacobi and Gauss (Ay) Siedel iterative procedures with initial guess values taken as arithmetic mean of boundary velocities. Plot the velocity distribution u(y) for different values of C (say, C-0, 1, 2, 3) Find the shear stress (tyx) acting on the wall for each case