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Potatoes cost Janice \(1 per pound, and she has \)5.00 that she could possibly spend on potatoes or other items. If she feels that the first pound of potatoes is worth \(1.50, the second pound is worth \)1.14, the third pound is worth \(1.05, and all subsequent pounds are worth \)0.30 per pound, how many pounds of potatoes will she purchase? How many pounds will she purchase if she has only $2 to spend?

Short Answer

Expert verified

Janice will purchase three pounds of potatoes for $3.

If Janice has only $2 to spend, she will buy 2 pounds of potatoes.

Step by step solution

01

Step 1. Meaning of total and marginal utility

Total utility is the satisfaction received from all the units of the commodity consumed. It is the summation of all the marginal utilities.

TUt = MUt-1 + MUt .

Here, MUt-1 and MUt are the marginal utilities of the previous unit and the marginal utility of the unit t, respectively.

02

Step 2. Pounds of potatoes that will be purchased by Janice

Janice witnesses the worth of potatoes (in dollars) per pound decline with each successive unit. The marginal and total utilities of potatoes on each pound are as follows.

Unit (in pound)

Marginal Utility (in dollars)

Total Utility (in dollars)

1

1.5

1.5

2

1.14

2.64

3

1.05

3.69

4

0.30

3.99

The marginal cost of each pound of potatoes is $1. The marginal benefit for each pound of potatoes is greater than the marginal cost till the third unit. After the third unit, the marginal utility for each unit is lower than the marginal cost. Therefore, she will accept only 3 pounds of potatoes.

03

Step 3. Deciding how many potatoes to buy with just $2

When Janice has only $2, the total benefit from two pounds of potatoes and the marginal benefit from the pounds of potatoes is more than her budget and the marginal cost. Thus, she will spend all the money on purchasing 2 pounds of potatoes.

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Most popular questions from this chapter

Match each term with the correct definition.

• Economics

• Opportunity cost

• Marginal analysis

• Utility

e. The next-best thing that must be forgone in order to produce one more unit of a given product

f. The pleasure, happiness, or satisfaction obtained from consuming a good or service

g. The social science concerned with how individuals, institutions, and society make optimal (best) choices under conditions of scarcity

h. Making choices based on comparing marginal benefits with marginal costs

Cite three examples of recent decisions you made in which you, at least implicitly, weighed marginal cost and marginal benefit.

Suppose you won \(15 on a lotto ticket at the local 7-Eleven and decided to spend all the winnings on candy bars and bags of peanuts. Candy bars cost \)0.75 each, while bags of peanuts cost \(1.50 each.

  1. Construct a table showing the alternative combinations of the two products that are available.
  2. Plot the data in your table as a budget line in a graph. What is the slope of the budget line? What is the opportunity cost of one more candy bar? What is the opportunity cost of one more bag of peanuts? Do these opportunity costs rise, fall, or remain constant as additional units are purchased?
  3. Does the budget line tell you which of the available combinations of candy bars and bags of peanuts to buy?
  4. Suppose thatyou had won \)30 on your ticketnot \(15. Show the \)30 budget line in your diagram. Has the number of available combinations increased or decreased?

Refer to Figure 1.3. Suppose that the cost of cheese falls so that the marginal cost of producing pizza decreases. Will the MC curve shift up or down? Will the optimal amount of pizza increase or decrease? Explain.

Suppose that you initially have \(100 to spend on books or movie tickets. The books start off costing \)25 each, and the movie tickets start off costing \(10 each. For each of the following situations, would the attainable set of combinations that you can afford increase or decrease?

a. Your budget increases from \)100 to \(150, while the prices stay the same.

b. Your budget remains \)100, and the price of books remains \(25, but the price of movie tickets rises to \)20.

c. Your budget remains \(100, and the price of movie tickets remains \)10, but the price of a book falls to $15.

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