Create a MATLAB code for the following please.

As described in Sec. 9.4, linear algebraic equations can arise in the solution of differential equations. For example, the following differential equation results from a steady-state mas balance for a chemical in a one-dimensional canal: dc dc where c-concentration,-time, x-distance, D-diffusion coefficient, U = fluid velocity, and k = a first-order decay rate. Convert this differential equation to an equivalent system of simultaneous algebraic equations. Given D-2, U-1, k-0.2, c(0)-80 and c(10) 10, solve these equations from x = 0 to 10 and develop a plot of concentration versus distance