A coase solution to a problem of externality ensures that a socially efficient outcome is to maximize the joint welfare, irrespective of the right of ownership.
Explanation:
In law and in economics the Coase theorem explains the economic efficiencies in the existence of externalities. The economic efficiency of economic allocation or outcome. In practice, barriers to negotiation or poorly defined rights of property can prevent coasean negotiations.
The private external solutions include, for the benefit of the relevant parties, moral codes, charities and business fusions and contracts. In the theorem, two parties can bargain and obtain an optimal outcome in the presence of an externality when transaction cost is low.
The deficit in my third year of college is $600.
Deficit is the amount by which expenditures exceed income. Deficits increases the level of debt because deficit spending has to be funded through borrowing.
Deficit in the third year of college = gap in the third year - gap in the second year
$4,800 - $4,200 = $600
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Question: What percentage of the variation in overhead costs is explained by the independent variable
Answer: 82.8%
Explanation:
= 0.848 (84.8%), the explanation of variation in Y from the X regress
Question: What is the total overhead cost for an estimated activity level of 60,000 direct labor-hours
Answer: $410,000
Explanation:
The equation resulting from this regression analysis is:
Total overhead = Estimated fixed cost + Estimated variable cost per labor hour x Labor hours
= Intercept estimate + Coefficient estimate on independent variable x 60,000 DLH
= 110000 + 5 x 60000 DLH
= 110000 + 300000
= 410000
Answer:
a. 4.89%
b. 5.23%
Explanation:
We use the rate formula which is shown in the attached spreadsheet
Given that,
Present value = $2,000 × 108.96% = $2,179.20
Future value or Face value = $2,000
PMT = $2,000 × 5.7% ÷ 2 = $57
NPER = 16 years × 2 = 32 years
The formula is shown below:
= Rate(NPER;PMT;-PV;FV;type)
The present value come in negative
So, after solving this,
a. The yield to maturity of the bond is 4.89%
b. The current yield would be
= 57 × 2 ÷ $2,179.20
= 5.23%