Problem 2. Queuing Theory software This problem consists in building a software solution to solve the following queuing systems: M/M/1/6D// M/M/s/GD/ozo M/M/R/GD/K/K The software solution can be developed using any programing language (C,C++,C, Java, Python, MATLAB, Excel with Macros, etc) Assignment: The software basically has to be able to solve the following quieting systems M/M/1/GD//go M/M/s/GD//go M/M/R/GD/K/K User interaction: The user has to have the ability to select the type of problem that she/he wants to solve. For each case, the user will be requested to input some information (, 4, etc.) . For each case the software should provide a solution (n probabilities, L, W, etc) The format, presentation, and amount of data available is up to the students however, more information will provide a higher grade. Problem 2. Queuing Theory software This problem consists in building a software solution to solve the following queuing systems: M/M/1/6D// M/M/s/GD/ozo M/M/R/GD/K/K The software solution can be developed using any programing language (C,C++,C, Java, Python, MATLAB, Excel with Macros, etc) Assignment: The software basically has to be able to solve the following quieting systems M/M/1/GD//go M/M/s/GD//go M/M/R/GD/K/K User interaction: The user has to have the ability to select the type of problem that she/he wants to solve. For each case, the user will be requested to input some information (, 4, etc.) . For each case the software should provide a solution (n probabilities, L, W, etc) The format, presentation, and amount of data available is up to the students however, more information will provide a higher grade