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adoni [48]
3 years ago
9

Three necessary conditions must be met before a seller can practice third-degree price discrimination. The conditions are: buyer

s must be separated into groups or submarkets according to their elasticities of demand, the seller must possess some degree of monopoly power, and_________.
a. the seller must prevent transfer of sales between the groups or submarkets.
b. the seller must have "market dominance".
c. the buyer must have profit maximization as a goal.
d. the buyer must have variable costs that have to be recovered.
Business
1 answer:
ki77a [65]3 years ago
4 0

Answer:

A. The Seller Must Prevent Transfer of Sales Between the Groups or Submarkets

Explanation:

There are three degrees of price discrimination as follows:

First Degree - This is the perfect degree, where sellers charge consumers the reservation price for goods.

Second Degree - Sellers divide their consumers into groups called blocks and decide to charge certain blocks at the reservation price for goods.

Third Degree - At this point, sellers divide their consumers into sub-markets, each sub-market has its unique demand curve and sellers try to maximise profit in each sub-market.

Looking at the third degree therefore, if sellers are not able to prevent transfer of sales between submarkets then this price discrimination cannot work. Because Submarket A will be able to interact with Submarket B and this will influence the demand curve and even sales.

For instance, if the seller sells at $2 to Submarket A and at $4 to Submarket B; consumers of Submarket B can easily contact Submarket A and buy for $2.5 and cut off the seller completely. Therefore, the seller must prevent the transfer of sales between the submarkets for this degree of discrimination to work.

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3 years ago
Suppose that during the past year, the price of a laptop computer rose from $2,750 to $2,880. During the same time period, consu
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Answer: Elasticity of demand is 7.06

Explanation:

P1= $2,750

P2=$2,880

Q1=446,000

Q2=321,000

Elasticity = \frac{Q2 - Q1}{\frac{Q1 + Q2}{2} } * \frac{\frac{P1 + P2}{2} }{P2 - P1}

Elasticity = \frac{321,000 - 446,000}{\frac{446,000 + 321,000}{2} } * \frac{\frac{2750 + 2880}{2} }{2880 - 2750}

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Thus, elasticity of demand for laptops is 7.06. This means that laptops are highly price elastic as it is greater than 1.



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