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Annette [7]
3 years ago
5

Consider a two-good world: good x and good y. The ICC (income consumption curve) between good x and good y has a negative slope

and the Engle curve of good x has a positive slope. Which of the following statements is false?
a. Good x is a normal good.
b. Goody is an inferior good.
c. The Engle curve for good y has a negative slope.
d. The income elasticity for good y is negative.
e. none of the above.
Business
1 answer:
Art [367]3 years ago
6 0

Answer: none of the above.

Explanation:

The Engle curve shows the relationship that takes place between the income of a consumer and the quantity of a particular good purchased.

From the question we are informed that the income consumption curve between good x and good y has a negative slope, this implies that good Y is an inferior good and that it has a negative income elasticity.

Also, since the Engle curve of good X has a positive slope, it implies that good X is a normal good.

Therefore, the answer to the question is "none of the above" as all options are true.

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Answer:

Definition of Economic Costs

Implicit and Explicit Costs:

The wholesale cost for the pianos that Darnell pays the manufacturer  Explicit Cost

The salary Darnell could earn if he worked as an accountant  Implicit Cost

The wages and utility bills that Darnell pays  Explicit Costs

The rental income Darnell could receive if he chose to rent out his showroom  Implicit Cost

Complete the following table by determining Darnell's accounting and economic profit of his piano business.

Profit

(Dollars)

Accounting Profit        $89,000

Economic Profit             $3,000 ($89,000 - 86,000)

If Darnell's goal is to maximize his economic profit, he( should, should not) stay in the piano business because the economic profit he would earn as an accountant would be $__86,000____.

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Cost of goods sold 452,000

Gross profit            $390,000

Wages & Utilities =   301,000

Net Income             $89,000

Opportunity cost of showroom = $38,000

Opportunity cost of employment = $48,000

Total opportunity cost = $86,000

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Explanation  

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