please answer this using matlab. it should have results. paste the code here and screenshot the results. dont just use chatgpt and copy paste it here because the code on chatgpt doesn't work. Thank you and im hoping for a code that works. I've posted 5 times and each one doesn't work.

Sherlock and Shelby want to introduce a new product in the market. ZEROil is a calorie-free oil made of both vegetable and fruit-based oils. It undergoes a special refining process involving raw oils and blending them together. The raw oils are of two categories: Each oil may be purchased for immediate delivery (January) or bought on the future market for delivery in subsequent months. Prices at present and in the futures market are given below in (\$/ton) Table 2 Market prices of raw oil The final product sells at $150 per ton. Vegetable and fruit-based oils require different production lines for refining. In any month, it is not possible to refine more than 200 tons of vegetable-based oils and more than 250 tons of fruit-based oils. There is no loss of weight in the refining process, and the cost of refining may be ignored. It is possible to store up to 1000 tons of each raw oil for use later. The cost of storage for all types of raw oils is $5 per ton per month. The final product cannot be stored, nor can refined oils be stored. There is a technological restriction of hardness on the final product. In the units in which hardness is measured, this must lie between 3 and 6 . The hardness of the raw oils are indicated in Table 1 and it is assumed that hardness blends linearly. It is also wished to expose the following conditions: 1) The food may never be made up of more than three types of oils in any month. 2) If an oil is used in a month, at least 20 tons must be used. 3) If either of the two vegetable-based oils are used in a month then Canola oil must also be used. Use MATLAB and address the following: 1. What buying and manufacturing policy should the company pursue to maximize profit? At present, there are 500 tons of each type of raw oil in storage. It is required that these stocks will also exist at the end of June. 2. Design modeling scenarios that will allow Sherlock and Shelby to understand their manufacturing process better