Marley Corporation makes three products (X, Y, & Z) with the following characteristics: Selling price per unit Variable cost per unit Machine hours per unit Products X Y Z $10 $15 $20 $ 6 $10 $10 2 4 10 The company has a capacity of 2,000 machine hours, but there is virtually unlimited demand for each product. In order to maximize total contribution margin, how many units of each product should the company produce? Holden Corporation produces three products, with costs and selling prices as follows: Selling price per unit Variable costs per unit Contribution margin per unit Product Product Product A B $30 100% $20 100% $15 100% 18 60% 15 75% 6 40% $12 40% 5 60% 25% $ 9 A particular machine is the bottleneck. On that machine, 3 machine hours are required to produce each unit of Product A, 1 hour is required to produce each unit of Product B, and 2 hours are required to produce each unit of Product C. Rank the products from the most profitable to the least profitable use of the constrained resource (bottleneck). (Round your intermediate calculations to 2 decimal places.)