t - shirt orders\nuse the following information to answer the questions:\na company produces custom t…

t - shirt orders\nuse the following information to answer the questions:\na company produces custom t - shirts. the cost to produce 50 t - shirts is $200. the company wants to produce a bulk order of 200 t - shirts and sell them at a 50% markup on the production cost. additionally, they plan to offer a 10% discount on the final selling price for orders over 150 t - shirts.\npart a\ncalculate the production cost for 200 t - shirts.\n$ \npart b\ndetermine the total selling price before the discount.\n$ \npart c\nfind the final selling price after applying the discount.\n$

t - shirt orders\nuse the following information to answer the questions:\na company produces custom t - shirts. the cost to produce 50 t - shirts is $200. the company wants to produce a bulk order of 200 t - shirts and sell them at a 50% markup on the production cost. additionally, they plan to offer a 10% discount on the final selling price for orders over 150 t - shirts.\npart a\ncalculate the production cost for 200 t - shirts.\n$ \npart b\ndetermine the total selling price before the discount.\n$ \npart c\nfind the final selling price after applying the discount.\n$

Answer

Explanation:

Step1: Calculate cost per T - shirt

The cost to produce 50 T - shirts is $200. So the cost per T - shirt is $\frac{200}{50}=4$ dollars per T - shirt.

Step2: Calculate production cost for 200 T - shirts

Since the cost per T - shirt is $4, for 200 T - shirts, the production cost is $4\times200 = 800$ dollars.

Step3: Calculate selling price before discount

The company wants a 50% markup on the production cost. The selling price before discount is $800\times(1 + 50%)=800\times1.5=1200$ dollars.

Step4: Calculate selling price after discount

They offer a 10% discount on orders over 150 T - shirts. The final selling price is $1200\times(1 - 10%)=1200\times0.9 = 1080$ dollars.

Answer:

Part A: 800 Part B: 1200 Part C: 1080