THE ANSWER TO THIS WILL BE A CODE PREFERABLY USING MATLAB LANGUAGE! PLEASE HELP

Consider a column that extends from the surface to the top of the atmosphere. The cross sectional area of the column is 1m^2 and the pressure at the surface, i.e., at the bottom of the column, is 1013 mb. Take the average temperature in the column to be T. a) Using the following approximate expression for atmospheric pressure variations with height, i.e., p(z) = p_0 exp(-gz/RT), and the ideal gas law pV = NkT, compute the total number of air molecules in the column First Numerical Problem Solve a) above, not analytically through integration, but rather using an Matlab, Excel, Fortran, C, C++, .., program to numerically sum the number of molecules from one small box to another from the surface to some very high altitude. Turn in a copy of your program, together with the number of molecules in the column produced by the program