Answer:
None of the options are correct
Explanation:
The train would cost her, which is computed as:
= Cost + (Hours × Opportunity Cost)
= $400 + (4 hours × $15 per hour)
= $400 + $60
= $460
The driving would cost her, which is computed as:
= Cost + (Hours × Opportunity Cost)
= $250 + (6 hours × $15 per hour)
= $250 + $90
= $340
Savings = Train Cost - Driving Cost
= $460 - $340
=$120
None of the options are correct as the she would save $120.
<u><em>You should spend a large amount of time thinking about a big decision before you make it because it could have a huge impact in your life. You need to be able to decide if it is the right or wrong choice or if there is any consequences.</em></u>
Answer: I found the correct and complete question:
Which of the following statements is most CORRECT with respect to international diversification?
a) the gains from diversification may be diminished due to combined correlations accompanied by volatility in world markets. b) world markets always seem to be most uncorrelated when volatility is present. c) world markets have displayed relatively low and fixed correlations over the last five years. d) global diversification produces gain even when world markets have correlations value near one.
Explanation: The correct answer is "a) the gains from diversification may be diminished due to combined correlations accompanied by volatility in world markets.".
Global markets are generally in different phases and many of them are part of weak economies that therefore have a high degree of volatility and some are correlated so that a loss in one of these markets can lead to a loss in another and earnings can be diminished.
Answer:
The stock’s value per share is $10.42
Explanation:
For:
FCF1 = Expected cash flow of the firm
= $25 million
WACC = 10%
g = 4%
Firm value = FCF1/(WACC - g)
= 25,000,000/(0.10 - 0.04)
= $416,666,666.67
We know that there is no debt & preferred stock, so the firm value will be equal to Equity value
:
Firm value = Equity value
= $416,666,666.67
stock value per share = Equity Value/No. of share outstanding
= $416,666,666.67/40,000,000
= $10.42 per share
Therefore, The stock’s value per share is $10.42
