Answer:
B) $15.63
Explanation:
Calculation for the no-arbitrage U.S. price of one ADR
First step is to calculate the Equivalent amount of one ADR in euro
Equivalent amount of one ADR in euro = 5 ×€5
Equivalent amount of one ADR in euro = €25
Now let calculate the Dollar value of one ADR
Dollar value of one ADR = €25* €625/1,000
Dollar value of one ADR=€15,625/1,000
Dollar value of one ADR=$15.63
Therefore the no-arbitrage U.S. price of one ADR is:$15.63
Answer:
Annual depreaciation 2020= $2,400
Explanation:
Giving the following information:
Purchase price= $12,000
Salvage value= $2,000
Useful life= 5 years
<u>To calculate the depreciation expense under the double-declining balance, we need to use the following formula:</u>
Annual depreciation= 2*[(book value)/estimated life (years)]
2019:
Annual depreaciation= 2*[(12,000 - 2,000) / 5]
Annual depreaciation= 4,000
2020:
Annual depreaciation= 2*[(10,000 - 4,000) / 5]
Annual depreaciation= $2,400
Option C
An increase in the real wage would result in a: movement along the labor demand curve, causing a decrease in the number of workers hired by the firm.
<u>Explanation:</u>
The wage rate is circumscribed by the crossing of supply and demand for labor. The demand curve depends on the marginal product of labor and the cost of the good labor originates.
A variation in the wage or payroll will end in a shift in the amount necessitated of labor. If the wage rate increases, organizations will require to hire fewer employees. The quantity of labor demanded will decline, and there will be a movement skyward on the demand curve.
X=-3.5 is the answer if you are allowed to have negatives as your answer
