Develop a MATLAB program based on the following:

Determining the velocity of particles settling through fluids is of great importance in many areas of engineering and science. Such calculations depend on the flow regime as represented by the Reynolds number where = fluid density (kg/m3), d = particle diameter (m), u = particle's settling velocity (m/s), and = the fluid's dynamic viscosity (Ns/m2). Under laminar conditions (Re 0.1) (d) Develop a fixed-point iteration solution for the conditions outlined in 2(b) Solve this problem with programming (e) Use a graphical approach (i.e. draw some iteration cobwebs) to illustrate that the formulation developed in 2(d) will converge for any positive initial guess for v Determining the velocity of particles settling through fluids is of great importance in many areas of engineering and science. Such calculations depend on the flow regime as represented by the Reynolds number where = fluid density (kg/m3), d = particle diameter (m), u = particle's settling velocity (m/s), and = the fluid's dynamic viscosity (Ns/m2). Under laminar conditions (Re 0.1) (d) Develop a fixed-point iteration solution for the conditions outlined in 2(b) Solve this problem with programming (e) Use a graphical approach (i.e. draw some iteration cobwebs) to illustrate that the formulation developed in 2(d) will converge for any positive initial guess for v