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sveticcg [70]
3 years ago
7

Assume that we have the following data:

Business
1 answer:
tankabanditka [31]3 years ago
7 0

Answer:

Answer explained below

Explanation:

(1)

IS Model:

Y = C + I + G + X - M

Y = 100 + 0.5Y + 100 - 20r [G = X = M = 0]

(1 - 0.5)Y = 200 - 20r

0.5Y = 200 - 20r

Y = 400 - 40r ......(1) [IS Equation]

LM Model:

Money demand (Speculative + Transactions demand) = Money supply

100 - 10r + 0.1Y = 80

0.1Y = 10r - 20

Y = 100r - 200 .....(2) [LM Equation]

(2) When IS & LM intersect, from part (1):

400 - 40r = 100r - 200

140r = 600

r = 4.29

Y = 100r - 200 = (100 x 4.29) - 200 = 429 - 200 = 229

(3)

There will be four regions as explained below:

In region I, there is excess supply in both goods and money market, which puts downward pressure on both interest rate and output.

In region II, there is excess demand in goods market, but excess supply in money market, which puts upward pressure on output & downward pressure on interest rate.

In region III, there is excess demand in both goods and money market, which puts upward pressure on both interest rate and output.

In region IV, there is excess supply in goods market, but excess demand in money market, which puts downward pressure on output & upward pressure on interest rate.

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g Donald’s employer fires Donald after only four months on the job, a clear breach of Donald’s written twelve-month employment c
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Compensatory Damages

Explanation:

Based on this scenario it can be said that Donald is entitled to Compensatory Damages. This is a lawsuit that covers the loss that the non-breaching party incurred as a result of the breach of contract. In this scenario, Donald's employer breached the contract by firing Donald before the twelve months. Therefore Donald can sue for compensatory damages which would be the amount of money that he would have made in the rest of the twelve months.

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4 years ago
Suppose that XYZ Company hires labor and capital in competitive input markets. Assume that labor costs $200 per day and that a u
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Answer:

a) Yes, the firm is minimizing the cost of current production. This is because MRPL / w = MRPC / r = 0.20.

b) The long run adjustments that the firm would likely make in response to the wage increase is to use more labor and less capital until MRPL / w = MRPC / r, which is the condition for the cost minimization of a firm.

Explanation:

a) Given the information provided, is the firm minimizing the cost of current production? Explain why or why not.

The condition for the cost minimization of a firm is as follows:

MRPL / w = MRPC / r ……………………………. (1)

Where:

MRPL = Labor's marginal product = 40

w = Cost of labour = $200

MRPC = Capital's marginal product = 30

r = Cost of capital = 150

Therefore, we have:

MRPL / w = 40 / 200 = 0.20

MRPC / r = 30 / 150 = 0.20

Since MRPL / w = MRPC / r = 0.20, this implies that these conditions are consistent with equation (1). Therefore, the firm is minimizing the cost of current production.

b) If the daily wages were to increase, explain the long run adjustments that the firm would likely make in response to the wage increase.

If the daily wages were to increase, the MRPL / w in equation (1) in part a above will fall and we will have:

MRPL / w < MRPC / r …………………… (2)

Since equation (2) is no longer consistent with equation (1), the firm is NOT minimizing the cost of current production.

Therefore, the long run adjustments that the firm would likely make in response to the wage increase is to use more labor and less capital until MRPL / w = MRPC / r, which is the condition for the cost minimization of a firm.

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3 years ago
Suppose the economies of China and India have begun to slow down very rapidly. Based on this scenario
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Answer:

The correct answer is C

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