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adelina 88 [10]
3 years ago
5

Climate change is expected to have a major impact on local weather patterns across the United States (and the world). Use a spat

ial equilibrium model for simple system of two cities to predict the effect of climate change on 1) A place where climate change lowers that amenity value of the local climate (call this place Miami) and 2) A place where climate change does not change the local amenity value (call this place Chicago). Which of the following best describes the prediction of your model?
A. Real estate prices in Miami will rise, real estate prices in Chicago will fall.
B. Real estate prices in Miami will fall, real estate prices in Chicago will fall.
C. Real estate prices in Miami will rise, real estate prices in Chicago will rise.
D. Real estate prices in Miami will fall, real estate prices in Chicago will rise.
E. None of the above.
Business
1 answer:
Nata [24]3 years ago
5 0

Answer:

D. Real estate prices in Miami will fall, real estate prices in Chicago will rise.

Explanation:

Real estate prices in Miami will fall because according to the model, climate change will lower the amenity value of the local climate. This means that climate change will make the climate of Miami less desirable for potential residents, causing a drop in the price of the real estate of the city due to less demand.

Chicago on the other hand, will have the amenity level of its climate increased, and this will attract more potential residents who will drive up demand, causing Chicago's real estate prices to rise.

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2 years ago
Stock Y has a beta of 1.6 and an expected return of 16.6 percent. Stock Z has a beta of 0.8 and an expected return of 9.4 percen
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Answer:

Stock Y is undervalued and Stock Z is overvalued

Explanation:

The Required return on Stock Y = Risk free Rate + BetaY * Market Premium = 5.1% + 1.6%* 6.6% = 15.66%

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Reward to risk Ratio = (Expected return - Risk free rate) / Beta. For Y, Reward to risk = (0.166 - 0.051)/1.6 = 0.115/1.6 =  0.0719 = 7.19%

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Expected Return on Z = 9.4%

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Reward to risk Ratio = (Expected return - Risk free rate) / Beta. For Z, Reward to risk = (0.094 - 0.051)/0.8 = 0.043/0.8=  0.0538 = 5.38%

<em>SML Reward to Risk = 0.066 = 6.6%</em>

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2 years ago
All else being equal, does elastic or inelastic demand curve result in higher social surplus? How does elasticity of supply affe
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