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STatiana [176]
3 years ago
11

Coca-Cola, Inc. and PepsiCo, Inc. have only one distributor each in the Phoenix area. The Phoenix market is an intensely competi

tive soft drink market with prices being among the lowest in the nation. A local restaurateur has requested a dealership from PepsiCo and has been denied. He claims an antitrust violation. Which of the following statements is true? a. The denial of the distributorship to someone who can afford it is anticompetitive and is a per se violation. b. The denial is justifiable given the level of interbrand competition. c. The denial is an example of resale price maintenance. d. none of the above
Business
1 answer:
yaroslaw [1]3 years ago
7 0

Answer:

B. The denial is justifiable given the level of interbrand competition.

Explanation:

Anti trust law only applicable if you can proof that two or more producers in the same industry work together in order to assert their control over the market. They can do this through price fixing, controlling the amount of supply, etc.

This condition<em> can't be found</em> in the scenario above.

The denial that done by PepsiCo is justifiable because in a really competitive market, a company need to impose a strict requirement on which entities they should form a dealership relation with. If PepsiCo choose the wrong dealers, Its competitors could easily taken over the market and resulted in a huge amount of loss for the company.

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Consider a corporate bond with a $1000 face value, 8% coupon with semiannual coupon payments, 7 years until maturity, and a YTM
serious [3.7K]

Answer:

$961.42

Explanation:

firstly, we calculate the clean clean price below:

FV= 1,000

PMT= 40 (80 / 2)

I= 4.5 (9 / 2)

N= 14 (7 × 2)

Thus, PV= 948.89

Accrued Interest = coupon × (days since last payment/days in current coupon period)= 40 × (57 / 182) = 12.53

conclusively, dirty price = 948.89 + 12.53 = 961.42

3 0
3 years ago
Suppose the demand function​ (D) for golf clubs​ is: Qequals150minus1.00​P, where P is the price paid by consumers in dollars pe
nadya68 [22]

Answer:

P = $75 per club

n= 75,000 clubs

Explanation:

The demand and supply functions are:

(D): Q=150-1.00P\\(S): Q=1.00P\\

The equilibrium price is the price that yields a quantity demanded equal to the quantity supplied:

150-1.00P=1.00P\\P=\frac{150}{2}\\P=\$75

The number of units sold at that price is:

n=1,000*(1.00*75)\\n=75,000\ units

8 0
3 years ago
A ticket to an Eric Clapton concert costs $45. If you have a ticket, you can "scalp" it (sell it illegally) for $75. To a ticket
Delvig [45]
Opportunity cost is what you give up to do something

if you go to the concert, you spent $45 dollars but lose the opportunity to sell the ticket

if you sell the ticket illegally, you get $75 at the cost of not seeing the concert


the opportunity cost of attending the concert=75+45=$120
the opportunity cost is 120 dollars
7 0
3 years ago
Determine whether each scenario is an example of tax avoidance or tax evasion. Andrea keeps a record of all her business-related
Brums [2.3K]

Answer:

1. Tax avoidance

2.Tax avoidance

3.Tax evasion

Explanation:

Tax avoidance refers to a legal way of reducing one's tax liability through lawful deductions. Ways to reduce tax liabilities are; capitalizing on tax advantage retirement accounts, liasing with tax advisor on the legal way for tax avoidance. Tax avoidance is however legal.

Examples of tax avoidance are;

1. Andrea keeps a record of all her business related expenses.

2. Daniel claims the amount of interest paid for his mortgage as tax deductions.

Tax evasion is a deliberate attempt by a tax payer to avoid payment of tax liability. It is a fraudulent action by a tax payer to wilfully evade tax in an illegal manner. In tax evasion, income is concealed to tax authorities inorder to evade tax payment which is a criminal offence. It is to be noted that tax evasion is illegal in the eye of the law.

Example of tax evasion is ;

3. Christian did not report the tips he earned on his tax return.

7 0
3 years ago
Buyers will often close the sale for you if you:
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If you want to buy it
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