Question

Q1. In which case Marginal Utility (MU) will be zero and negative? and why?             

Q2. Your boss has decided to increase the price of a product that you know has an elastic

demand, explain to him/her this might not be good idea                                                                 

Q3. You own a company that produces good X. Based on the following information calculates

the accounting profit when producing 100 units & 99 units                                                           

The fixed cost is $50.

When producing 99 units, AVC was $2

When producing 100 units AVC was $2.1

The price per unit equal $9

Q4. Foothills Refrigerators assembles refrigerators for retail sales and pays $400 per week per labor. Company fixed costs equal $500 per week. The following table indicates their weekly

production function using labor as their only variable input:











Labor (L)

Output(Q)

MP


AP

TC

MC

0

0

--




---

1

10






2

18






3

24






4

28






  1. Using the above information, calculate the Marginal Product (MP) Average Product

(AP), Total Cost (TC), and Marginal Cost (MC).

  1. Do we observe increasing, constant, diminishing returns to labor? Explain.

Homework Answers

Answer #1

Q.1. In which case Marginal utility (MU) will be zero and negative? And Why?

Answer:- Marginal utility is the addional satisfaction obtained from the consumption of an additional unit.Marginal utility can be positive, zero and negative.

When there is no change in the total utility from the consumption of an additional unit, MU will be zero.

When there is a decline in total utility from the consumption of an additional unit, MU of that unit is negative.

Now why?

As a consumer starts consuming more of a commodity, his utility or satisfaction starts declining with the consumption.And at a particular point ,he gets zero utility and becomes negative in case he cannot consume more of that unit of commodity. This is a familiar psychology of humans.And in economics, this is called Law of diminishing marginal utility.

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