Question 10 (2.5 points) Use this information to answer the next few questions. (Do not use a software tool to solve this problem, but only interpret the tables provided.): Your Aunt Anastasia operates a small business: she produces seasonal ceramic objects to sell to tourists. For the spring, she is planning to make baskets, eggs, and rabbits. Your aunt also has committed to make 25 rabbits for a charitable organization. Based on the information in the table you enter the data into QM for Windows and obtain the following reports below. Product Kiln Mix/Mold Requirements Paint&Seal Profit/Product (units) (hr) ($) (lb) Baskets 0.500 1 0.250 $2.50 Eggs 0.333 1 0.333 $1.50 Rabbits 0.250 1 0.750 $2.00 Capacity 20 lbs 50 units 80 hrs Original Model and Solution Max 2.Sbaskets + 1.5eggs + 2rabbits baskets Eggs rabbits RHS Dual Maximize 2.5 1.5 2 mix/mold 0.5 0.333 0.25 25 -0.5 Solution-> 25 0 Optimal 25Z-> 112.5 Ranging paint&seal 0.25 0.333 0.75 25 -0.5 Solution-> Optimal 25Z-> 25 O 112.5 Ranging Reduced Original Lower Cost Val Bound Variable Value Upper Bound Baskets 25 0 2.5 2 Infinity Eggs 0 1 1.5 -Infinity 2.5 Rabbits 25 0 2 Infinity 2.5 Dual Original Lower Constraint Value Slack/Surplus Val Bound Upper Bound o mix/mold 1.25 20 18.75 Infinity o Kiln 2.5 50 25 52.5 paint&seal 0 55 80 25 Infinity 50 Charity -0.5 0 25 20 Aunt Anastasia is planning for next spring, and she is considering only making 2 products. Based on the results from the linear program, which two products would you recommend that she make? Eggs and rabbits O Baskets and rabbits O Cannot be determined with simple mathematics Baskets and eggs Question 11 (2.5 points)