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Sergeeva-Olga [200]
3 years ago
8

Public policy toward monopolies Suppose that there is only one provider of a service in a state. Because this provider experienc

es economies of scale, the government does not want to break it into smaller pieces, but it does want the provider to supply the efficient quantity. Which of the following policy options might most effectively enable the government to achieve its objectives in this situation?
a. Use antitrust laws to increase competition.
b. Turn the company into a public enterprise.
c. Do nothing at all.
d. Regulate the firm's pricing behavior.
Business
1 answer:
Leto [7]3 years ago
3 0

Answer: d. Regulate the firm's pricing behavior.

Explanation:

One way the government can regulate monopolies is to protect the interests of the consumers who are usually the end users. The government have the market power to set prices higher than normal in a competitive market. Thjs can be achieved by Price capping or limiting price increases. As this helps Regulate the firm's pricing behavior.

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Answer:

(A) 1,200 Margin of Safety_{units}

(B) 330,000 Margin of Safety_{usd}

(C) Margin of Safety 40% of Sales

Explanation:

(A)

Sales \: Revenue - Variable \: Cost = Contribution \: Margin

275 - 150 = <u>125 CM per unit</u>

\frac{Fixed\:Cost}{Contribution \:Margin} = Break\: Even\: Point_{units}

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HOW? we Calculate the contribution per unit. Then the BEP in units and with that the margin of safety in units.

(B)

\frac{Contribution Margin}{Sales Revenue} = $Contribution Margin Ratio

125/275 = 0.45454545 = <u>5/11 CM ratio</u>

\frac{Fixed\:Cost}{Contribution \:Margin \:Ratio} = Break\: Even\: Point_{dollars}

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{current \:sales - BEP_{USD} = margin \: of \: safety

825,000-495,000 = 330,000 Margin of Safety_{usd}

HOW? we Calculate the contribution ratio by dividing CM over sales. Then the BEP in dollars and with that the margin of safety in dollars.

<em><u>Important:</u></em> When posible to avoid rounding errors express as fraction iof posible

(C)

\frac{current \:sales - BEP_{USD}}{current \:sales} \times 100 = margin \: of \: safety

\frac{330,000}{825,000} \times 100 = margin \: of \: safety

Margin of Safety 40%

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Molly Inc on the other hand wants to acquire a Thailand company that will produce computers and export them.

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Molly Inc however is using Thailand for its production and exporting the computers. It does not contribute to the Thailand economy.

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