Denise has an online clothing site where she sells bedazzled T-shirts and pants. She sells T-shirts for $25 and pants for $60. Swarovski Crystals are used in "bedazzling" a shirt. T-shirts use 100 crystals, and Pants use 200 crystals. Unfortunately, as a start-up business, she is low on cash, so she can only afford to use up to 2000 crystals per week. It takes 1 hour to bedazzle a T-shirt and 3 hours to do the same for pants. To make this a worthwhile venture and keep the business going. she figures she needs to work at least 20 hours a week on bedazzling. Lastly, each shirt and pair of pants is individually embroidered which takes 2 hours for shirts and 1 hour for pants. She can spend no more than 25 hours on embroidering. She makes a profit of $18 on each T-shirt and $30 on each pair of pants. Develop and solve a linear programming model for this problem. What is the optimal solution for Denise's business? (11.3) $330 $288 10.10) 10,5) RE 80 898 #2 13 $ 4 % 5 & 7 3 6 8 9