You have decided to enter the candy business. You are considering producing two types of candies: Slugger candy and Easy Out candy, both of which consist solely of sugar, nuts, and chocolate. At present, you have in stock $10,000$ ounces of sugar, $2000$ ounces of nuts, and $3000$ ounces of chocolate. The mixture used to make Easy Out candy must contain at least $20\%$ nuts. The mixture used to make Slugger candy must contain at least $10\%$ nuts and $10\%$ chocolate. Each ounce of Easy Out candy can be sold for $$1\mathrm{.}20,$ and each ounce of Slugger candy for $$1\mathrm{.}40.$ Determine how you can maximize your revenue from candy sales using solver

Problem $3.$ You have decided to enter the candy business. You are considering producing two types of candies: Slugger candy and Easy Out candy, both of which consist solely of sugar, nuts, and chocolate. At present, you have in stock $10,000$ ounces of sugar, $2000$ ounces of nuts, and $3000$ ounces of chocolate. The mixture used to make Easy Out candy must contain at least $20\%$ nuts. The mixure used to make Slugger candy must contain at least $10\%$ nuts and $10\%$ chocolate. Each ounce of Easy Out candy can be sold for $$1\mathrm{.}20,$ and each ounce of Slugger candy for $$1\mathrm{.}40.$ Create a model to determine how to maximize your revenue from candy sales.

Production plan $($amounts of inputs into each candy$)$