MICROECONOMICS >IA<
MICROECONOMICS >IA<
FD Edition
ISBN: 9781260511055
Author: McConnell
Publisher: MCG
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Chapter 9, Problem 3P
To determine

Change in the average fixed cost, marginal cost and breakeven price.

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Imagine you are running a business that processes horticultural product, and is currently producing 40,000 tonnes of product per year. The average cost of producing 40,000 tonnes is $600 per tonne.   A buyer for a large supermarket chain comes along and offers to buy an extra 10,000 tonnes of your product at a price of $300 per tonne. This price is much less than the average cost of production for the current annual output. With the current production system of the business, the marginal cost per tonne of producing an extra tonne is $200/ton.   1. Would you accept or reject this offer, and why?     2. What principles underlie your reasoning in deciding whether to accept or reject this offer?
You are considering opening a small flower store. You anticipate that you will earn $100,000 each year in revenue. It will cost you $30,000 each year to rent the space necessary to run your business. Additionally, you will need to spend $10,000 each year on flower seeds, utilities, and other expenses necessary to operate your flower shop. You have just graduated from college with a degree in economics and have received an offer to work for a firm with a yearly salary of $70,000. What is your anticipated economic profit of opening the flower shop?
Midtown Manufacturing Company makes trash cans and plastic buckets, both of which requires labor hours along with time on two machines. Producing a unit of trash cans requires 50 hours of labor, 5 hours on Machine A, and 10 hours on Machine B, while producing a unit of buckets requires 20 hours of labor, 8 hours on Machine A, and 2 hours on Machine B. The Company has available 2000 labor hours, 560 hours for Machine A, and 350 hours for Machine B. Each unit of trash cans brings in $20 in profit for the company and each unit of buckets brings in $3 in profit. Be sure to write out the system of inequalities expressing these conditions and graph the feasible region. Find the profit maximizing combinations of trash cans and buckets this company can and should produce.
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