Write a MATLAB code. Include handwritten program and screenshot of program and output.

MATLAB PROGRAMMING EXERCISE: COMPARTMENT MODE You must write MATLAB code and then execute your code to produce output that solves this problem. You must show both your program and your program output in a screenshot(s) to receive full credit for this exercise. You must also include a handwritten MATLAB program Remember: EXERCISE 7 (5 pts.): "Petrochemical Processing" Diethanolamine (DEA) is extensively used in the gas processing industry for removing acid gases such as carbon dioxide and hydrogen sulfide from light hydrocarbons. DEAs popularity is based on several factors: energy savings compared with certain other solvents; high affinity for acid gases; fair resistance to degradation. Degradation is fined as the irreversible transformation of DEA into undesirable compounds. The principal degradation compounds were found to be 3-(hydroxyethy)-2-oxazolidone (HEOD), N,N,N-tris(hydroxyethyl)ethylenediamine (THEED), and N,N-bis(hydroxyethyl)- piperazine (BHEP). In this problem we will investigate a simplified chemical kinetic mechanism for degradation of ed in water, using the compartment model framework introduced in our class DEA dissolv presentation entitled, "Introduction to Modeling III: Systems of Population Equations and Compartment Models." Consider the following compartment model for the degradation of DEA: HEOD d1 DEA d2 THEED BHEP d3 DEA dissociates (degrades) into HEOD at a rate of 0.0167% per minute, as indicated by the di pathway in the compartment diagram. DEA also dissociates into TH minute, as indicated by the d2 pathway. Finally, THEED degrades into BHEP at a rate of 0.0633% per minute, as indicated by the d3 pathway. EED at a rate of 0.025% per Note: In Chemistry the term "mass fraction" is commonly used to refer to the fraction of a solution that is a given chemical. So saying "a 0.65 mass fraction" means that within