Answer:
Subsidy per unit must be equal to 3.
Explanation:
The payoff matrix shows that the Domestic firm can earn -3 or 183 from entering into the market. While, it will get only 0 from not entering. So it will be beneficial for it to enter provided the government can bear the negative payoff it gets from entering as the foreign firm also enters.
Thus, if the government can subsidise the domestic firm's negative payoff of $3 from entering such that its payoff becomes, 0 or 186 from entering and 0 from not entering. Like this the domestic firm will be more likely to enter and produce the vaccine.
Thus, the amount of the subsidy must be $3.
Chavez S.A., a Venezuelan company, wishes to borrow $8,000,000 for eight weeks (maturity). A rate of 6.250% per year is quoted by potential lenders in Great Britain, and Switzerland. British, and the Swiss-Euro bond definitions of interest (day count conventions) are 56 days and 60 days, respectively. Numbers of days in a financial year are 360. From which source should Chavez borrow?
Answer:
Chavez should borrow from the British market.
Explanation:
We need to compare the interest payment of both markets to make the decision
First, calculate the Interest payment in case, if borrowed from the British market
Interest Payment ( British ) = Principal Value x Interest rate x Time fraction
Interest Payment ( British ) = $8,000,000 x 6.250% x 56/360
Interest Payment ( British ) = $77,777.78
First, calculate the Interest payment in case if borrowed from Swiss market
Interest Payment ( Swiss ) = Principal Value x Interest rate x Time fraction
Interest Payment ( Swiss ) = $8,000,000 x 6.250% x 60/360
Interest Payment ( Swiss ) = $83,333.33
As the British market offers a lower rate, Chavez should borrow from the British market.
You plan to visit Geneva, Switzerland in three months to attend an international business conference. You expect to incur the total cost of SF 5,000 for lodging, meals and transportation during your stay. As of today, the spot exchange rate is $0.60/SF and the three-month forward rate is $0.63/SF. You can buy the three-month call option on SF with the exercise rate of $0.64/SF for the premium of $0.05 per SF. Assume that your expected future spot exchange rate is the same as the forward rate. The three-month interest rate is 6 percent per annum in the United States and 4 percent per annum in Switzerland.
Required:
a. Calculate your expected dollar cost of buying $F5,000 if you choose to hedge by a call option on SF.
b. Calculate the future dollar cost of meeting this SF obligation if you decide to hedge using a forward contract.
c. At what future spot exchange rate will you be indifferent between the forward and option market hedges?
d. Illustrate the future dollar cost of meeting the SF payable against the future spot exchange rate under both the options and forward market hedges.
Answer:
A. 3403.75 dollars
B. 3150
C. 0.579
D. Is an attachment
Explanation:
A. We first find the premium cost
= 0.05x5000 x 1+0.06/4
= 250x1.015
= 253.75
From here we find expected dollar cost
= Exchange rate x units + premium
= 0.63x5000+253.75
= 3,403.75 dollars
B. Forward rate = 0.63
Total cost of dollar
= 0.63x5000
= 3150
C. The investor would be indifferent at 0.579
Forward rate = unit * future + premium
3150 = 5000 * future + 253.75
3150-253.75 = 5000*future
We solve and divide through by 5000
Future = 0.579
D is in the attachment
The expected dollar cost of buying $F5,000 through the call option is $3403.75.
The first thing to do is to calculate the premium cost. This will be:
= (5% × 5000) × (1 + 6%/4)
= (0.05 × 5000) × (1 + 0.06/4)
= 250 × 1.015
= 253.75
The expected dollar cost will be:
= Exchange rate × Number of units + Call premium cost
= 0.63 × 5000 + 253.75
= 3403.75
The future dollar cost of meeting this SF obligation will be calculated thus:
= Forward rate × Number of units
= 0.63 × 5000
= $3150
The future spot exchange rate that the person will be indifferent will be:
= (3150 - 253.75) / 5000
= $0.579
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Big Corporation receives management consulting services from its 95 percent owned subsidiary, Small Inc. For the year 20X8, Small billed Big $140,000. Small's labor cost and other associated costs for the employees providing services to Big totaled $121,000 in 20X8. Big reported $2,567,000 of income from its own separate operations for 20X8, and Small reported net income of $695,000. Based on the preceding information, what amount of income should be assigned to the noncontrolling shareholders in the consolidated income statement for 20X8
Answer: $34750
Explanation:
The amount of income should be assigned to the noncontrolling shareholders in the consolidated income statement for 20X8 will be:
Net income of Small = $695,000
Bug company's share = 95% × $695000 = $660250
Therefore, non controlling shareholders at 5% will be:
= 5% × Net income of Small
= 5% × $695000
= 0.05 × $695000
= $34750
What form do some schools, especially private schools, use in addition to the FAFSA to determine how to award aid? A) FAFSA II B) Core Residency Form C) CSS/Financial Aid PROFILE D) College Access Loan (CAL) Form
Answer:
C.) CSS/ Financial aid profile
Explanation:
I took the USA Test Prep quiz.
Early deadlines are imposed by many schools and universities that use the FAFSA to calculate financial aid. To decide how to distribute their own funds, certain institutions—mostly private colleges—use an additional form called the College Scholarship Service Profile, or CSS Profile. Therefore, choice (C) is the best one.
What is CSS Profile?College students can apply for non-federal financial aid through the CSS Profile, also known as the College Scholarship Service Profile, an online application developed and administered by the College Board, a company based in the United States.
Its main purpose is to provide College Board member institutions with a thorough assessment of students and their families financially and family circumstances for use in determining their eligibility for organizational financial aid. Compared to the Free Application for Federal Student Aid, or FAFSA, it is more comprehensive.
Hence, option (C) is the most accurate.
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