Answer:
a. Asarta Inc. could pay the fishermen $8,500 and keep polluting
Explanation:
The fishermen sell the fish for $8,000 a year at local market.
Due to pollution emitted by company into stream, their catch is dwindling and also their income.
The company benefits from usage of stream to the tune of $4,000 a year. In such scenario, if company compensates the fishermen for any amount between $8,000 and $40,000 then, in that case, optimal solution to the problem can be achieved in absence of any other transaction cost as per the Coase Theorem.
Therefore, The Asarta Inc. could pay the fishermen $8,500 and keep polluting.
Answer:
$14,887.5
Explanation:
Carrying Value of the bond is the net of Face value and any amortised discount on the bond.
Face Value of the bond = $19,000
Issuance Value = $14,300
Discount Value = $19,000 - $14,300 = $4,700
This Discount will be amortized over the bond's life until the maturity on straight line basis.
Amortization in each period = $4,700 / (8x2) = $293.75 semiannually
Until December 31, 2017 two payment have been made and $587.5 is amortized in the two semiannual periods.
Un-amortized Discount = $4,700 - $587.5 = $4,112.5
Carrying value of the bond = Face value - Un-amortized Discount = $19,000 - $4,112.5 = $14,887.5
I would consider demographics, education level, and methods of communication
Answer:
5,100 Consumers
Explanation:
The 17% of the total consumer recognize Flatfeet brand which means:
Consumers who recognize Flatfeet = Total Consumers * percentage of people that recognize the brand
Here
Total consumers are 30,000
And
Percentage of people that recognize the brand is 17%
By putting values, we have:
Consumers who recognize Flatfeet Brand = 30,000 * 17%
Consumers who recognize Flatfeet Brand = 5,100 Consumers
Answer:
$86.20
Explanation:
Total return from stock = Current price * expected return
Total return from stock = 80*14%
Total return from stock = $11.20
Dividend already realized = $5
Capital gain = $11.20 - $5
Capital gain = $6.20
End of one year price = Beginning price + capital gain
End of one year price = $80 + $6.20
End of one year price = $86.20
Therefore, at the end of one year price is $86.20
