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EleoNora [17]
2 years ago
15

Indicate whether the scenarios would result in an increase, a decrease, or no change in the long-run aggregate supply (LRAS) cur

ve for a hypothetical economy. Each label may be used more than once.
The mandatory retirement age is abolished.
The economy's main export is candy.
Candy from this country increases in popularity around the world.
Since candy has become an international sensation, factories double the number of candy-making machines.
The top candy companies choose to relocate their means of production to other countries around the world.
Business
1 answer:
baherus [9]2 years ago
8 0

Answer:

The mandatory retirement age is abolished.

  • This will result in an <em>Increase in the long-run aggregate supply</em> (LRAS) curve because it means that companies in the economy now have a larger workforce to choose from. This will reduce the cost of labor and lead to more goods being supplied.

The economy's main export is candy.  Candy from this country increases in popularity around the world.

  • <em>No effect on long-run aggregate supply </em>(LRAS) curve because this deals with demand.

Since candy has become an international sensation, factories double the number of candy-making machines.

  • Factories are now producing more candy due to having more candy-making machines. This will result in an <em>Increase in the long-run aggregate supply (LRAS) curve. </em>

The top candy companies choose to relocate their means of production to other countries around the world.

  • The companies are still supplying candy to the world, however they are doing it from other countries. This supply coming from the hypothetical economy will therefore reduce. This will result in a <em>Decrease in the long-run aggregate supply (LRAS) curve. </em>
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Required: 1-a. Prepare a contribution format income statement for the game last year. 1-b. Compute the degree of operating lever
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Question Completion:

Magic Realm, Inc., has developed a new fantasy board game. The company sold 32,400 games last year at a selling price of $67 per game. Fixed expenses associated with the game total $567,000 per year, and variable expenses are $47 per game. Production of the game is entrusted to a printing contractor. Variable expenses consist mostly of payments to this contractor. Required: 1-a. Prepare a contribution format income statement for the game last year. 1-b. Compute the degree of operating leverage. 2. Management is confident that the company can sell 41,796 games next year (an increase of 9,396 games, or 29%, over last year). Given this assumption: a. What is the expected percentage increase in net operating income for next year?

Answer:

Magic Realm, Inc.

1-a. Contribution-Format Income Statement

For the last year ended December 31

Sales revenue          $2,170,000 (32,400 * $67)

Variable costs            1,522,800 (32,400 * $47)

Contribution               $647,200 (32,400 * $20)

Fixed expenses           567,000

Net operating income $80,200

1-b. Degree of Operating Leverage = Contribution/Net operating income

= 8.07

The expected percentage increase in net operating income for next year

= 235.3%

Explanation:

a) Data and Calculations:

Last year's figures:

Sales = 32,400 games

Selling price per game = $67

Variable cost per game = $47

Fixed expenses = $567,000 per year

1-a. Contribution-Format Income Statement

For the last year ended December 31

Sales revenue          $2,170,000 (32,400 * $67)

Variable costs            1,522,800 (32,400 * $47)

Contribution               $647,200 (32,400 * $20)

Fixed expenses           567,000

Net operating income $80,200

1-b. Degree of Operating Leverage = Contribution/Net operating income

= $647,200/$80,200 = 8.07

2. Next year:

Sales = 41,796 games

Sales revenue =         $2,800,332 (41,796 * $67)

Variable cost =               1,964,412  (41,796 * $47)

Contribution =              $835,920

Fixed costs =                  567,000

Net operating income $268,920

The expected percentage increase in net operating income for next year

Increase in net operating income = $188,720 ($268,920 - $80,200)

= $188,720/$80,200 * 100 = 235.3%

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Present\ value\ or\ price\ of\ stock = Selling\ price\left ( \frac{1}{1+i} \right )^{n}

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