PLEASE PERFORM IN MATLAB ONLY DO NOT PERFORM BY HAND MATLAB ONLY

Please perform in Matlab, thank you in advance. Text Book 16-5: Maximize the profit, P as you would determined by P = 30 X + 30*Y + 35*Z. In that X = amount of Product 1, Y = amount of Product 2, Z = amount of Product 3. Note: You must find all of the constraints from the problem statement. 165 A chemical plant makes three major products on a weekly basis. Each of these products requires a certain quantity of raw chemical and different production times, and yields different profits. The pertinent information is in Table Ps. Note that there is sufficient warehouse space at the plans to more a total of 450 ke week TABLE PRES Product 1 Product 2 Products Resource Availability Raw chemical 5 kg ke 3000 kg Production time 0.05 h 55 heiwerk Profit 530 kg 530k 535 HW-04-01 (100 pts) Text Book 16-5: Maximize the profit, P as you would determined by P = 30*X + 30*Y + 35*Z. In that X = amount of Product 1, Y = amount of Product 2, Z = amount of Product 3. Note: You must find all of the constraints from the problem statement 16.5 A chemical plant makes three major products on a weekly basis. Each of these products requires a certain quantity of raw chemical and different production times, and yields different profits. The pertinent information is in Table P16.5 Note that there is sufficient warehouse space at the plant to store a total of 450 kg week. TABLE P16.5 Product 1 Product 2 Product 3 Resource Availability Raw chemical 7 kg kg 5 kg kg 13 kg kg 3000 kg Production time 0.05 hr kg 0.1 hr kg 0.2 hr kg 55 hr week Profit $30 kg $30/kg $35 kg Please perform in Matlab, thank you in advance. Text Book 16-5: Maximize the profit, P as you would determined by P = 30 X + 30*Y + 35*Z. In that X = amount of Product 1, Y = amount of Product 2, Z = amount of Product 3. Note: You must find all of the constraints from the problem statement. 165 A chemical plant makes three major products on a weekly basis. Each of these products requires a certain quantity of raw chemical and different production times, and yields different profits. The pertinent information is in Table Ps. Note that there is sufficient warehouse space at the plans to more a total of 450 ke week TABLE PRES Product 1 Product 2 Products Resource Availability Raw chemical 5 kg ke 3000 kg Production time 0.05 h 55 heiwerk Profit 530 kg 530k 535 HW-04-01 (100 pts) Text Book 16-5: Maximize the profit, P as you would determined by P = 30*X + 30*Y + 35*Z. In that X = amount of Product 1, Y = amount of Product 2, Z = amount of Product 3. Note: You must find all of the constraints from the problem statement 16.5 A chemical plant makes three major products on a weekly basis. Each of these products requires a certain quantity of raw chemical and different production times, and yields different profits. The pertinent information is in Table P16.5 Note that there is sufficient warehouse space at the plant to store a total of 450 kg week. TABLE P16.5 Product 1 Product 2 Product 3 Resource Availability Raw chemical 7 kg kg 5 kg kg 13 kg kg 3000 kg Production time 0.05 hr kg 0.1 hr kg 0.2 hr kg 55 hr week Profit $30 kg $30/kg $35 kg