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vodomira [7]
3 years ago
12

A tennis coach charges $15 per hour for tennis lesson for children and $30 per hour for tennis lessons for adults. This can be v

iewed as a practice of ______.
A. Perfect first-degree price discrimination
B. Imperfect first-degree price discrimination
C. Second-degree price discrimination
D. Third-degree price discrimination
E. None of the above
Business
2 answers:
Sonbull [250]3 years ago
7 0

Answer:

Third-degree price discrimination

Explanation:

Price discrimination is defined as the phenomenon where a single supplier of goods and services charges different prices in different markets on the same product.

Third-degree price discrimination occurs when different prices are charged to different customers for the same product. Customers are grouped by age, sex, location, and time of use.

In the given instance discrimination was based on age. One price was given for children and another for adults.

This is a very common type of price discrimination.

Snowcat [4.5K]3 years ago
5 0

Answer:

Option D is correct.

Third-degree price discrimination

Explanation:

tennis coach charges $15 per hour for tennis lesson for children and $30 per hour for tennis lessons for adults. This can be viewed as a practice of <u>Third-degree price discrimination.</u>

Third Degree Price Discrimination involves charging a different price to different groups of consumers for the same good. These groups of consumers can be identified by particular characteristics such as age, sex, location, time of use.

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On December 31, Year 1, a publicly traded entity identified a tax position that will result in a $100,000 tax benefit that quali
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Funtime Quadcopters plans to sell a standard quadcopter ​(toy drone) for $ 55 and a deluxe quadcopter for $ 85. Funtime purchase
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Answer:

  • <u>Funtime must sell 510 standard quadcopters and 340 deluxe quadcopters every month to breakeven.</u>

<u></u>

  • <u>Funtime must sell 840 standard quadcopters and 560 deluxe quadcopters to earn $ 7,700 monthly.</u>

Explanation:

<u>A. To breakeven, the revenue must equal the total costs.</u>

<u>1. Write the expresssion of revenue</u>

Revenue = price × number of units

Revenue from standard quadcopter

    Naming s the number of standard quadcopters sold:

  • $55 × s = 55s

Revenue from deluxe quadcopter

    Naming d the number of deluxe quadcopters sold:

  • $85 × d = 85d

Total revevue:

  • 55s + 85d

<u />

<u>2. Write the expression of cost</u>

Purchase price of standard quadcopters

  • $45s

Purchase price of deluxe quadcopters

  • $65d

Fixed  monthly expenses

  • $11,900

Total cost:

  • 45s + 65d + 11,900

<u>3. Relation between number of deluxe quadcopters and standard quadcopters</u>

Two deluxe quadcopters for every three standard quadcopters

  • d = (2/3)s

<u>4. Substitute d with (2/3)s in the expressions, writhe the equation and solve</u>

Revenue = 55s + 85(2/3)s

Cost = 45s + 65(2/3)s + 11,900

Revenue = Cost

  • 55s + 85(2/3)s - 45s - 65(2/3)s - 11,900 = 0

Multiply the equation by 3, to eliminate the denominators:

  • 165s + 170s - 135s - 130s - 35,700 = 0

Add like terms and add 35,700 to both sides

  • 70s = 35,700

Divide by 70

  • s = 510

Substitue s in d = (2/3)s

  • d = (2/3)510 = 340.

Therefore, Funtime must sell 510 standard quadcopters and 340 deluxe quadcopters every month to breakeven.

<u>B. To earn $7,700</u>

Profit = revenue - cost

  • 7,700 = 55s + 85(2/3)s - 45s - 65(2/3)s - 11,900

Add 11,900 to both sides

  • 19,600 = 55s + 85(2/3)s - 45s - 65(2/3)s

Mutliply the equation by 3:

  • 58,800 = 165s + 170s - 135s - 130s

Do the operations:

  • 58,800 = 70s

  • s = 58,800 / 70 = 840

d = (2/3)840 = 560

Hence, Funtime must sell 840 standard quadcopters and 560 deluxe quadcopters to earn $ 7,700 monthly.

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<h3>How do higher taxes affect aggregate demand?</h3>

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