1. XYZ Company bought chairs at $40 each to be sold to the customers. The store's overhead expenses are 60% of cost and the owners require a profit of 40% of cost. a. What is the dollar amount of cost on each chair? (choose from the option: 40, 60%*C, or 40%*C). Explain why? b. For how much does XYZ Company sell each chair? Hint: find the regular selling price (SP) of the chair after expressing overhead expenses (E) and profit (P) as functions of cost (C). Show your calculation C. What is the price needed to cover all of the costs and expenses? Hint: Consider what the cost (C) is and what the expense (E) is. Show your calculation d. The business owner would like to find out the highest rate of markdown at which the store will still cover all of the costs and expenses. Therefore, he has to first figure out the reduced price (SR) that he should set so that it covers all the costs and expenses. He asks for your help to identify the reduced price in this case. What is the reduced price (SR) for each chair? (Choose one from the option: $64, $40, or $80). Show your calculation. e. What is the highest rate of markdown at which the store will still cover all of the costs and expenses? Hint: since we have determined the reduced price (SR) in the previous question, we can find the rate of markdown using SR. Show your calculation. f. The business owner would like to find out the highest rate of discount (or markdown) at which the store will cover only the costs so that the business will not incur an absolute loss. Therefore, he has to figure out the reduced price (SR) he should set that covers only the costs. He asks for your help to identify the reduced price in this case. What is the reduced price (SR) for each chair? (Choose one from the options: $64, $40, or $80). Show your calculation.