Answer:
A) $83
Explanation:
First, find aftertax OCF per year
aftertax OCF = (Operating benefit - depreciation)*(1-tax) +depreciation
Depreciation per year = 10,000/5 = 2,000
Tax = 34%
aftertax OCF per year = (3,000 - 2,000)*(1-0.34) + 2,000
= 660 +2,000
= 2,660
Next, find the PV of the aftertax OCF per year. It is an annuity;
PMT = 2,660
N = 5
I/Y = 10%
FV = 0
then CPT PV = 10,083.493
Subtract the initial cost of the machine to find the Net Present Value (NPV);
NPV = -$10,000 + $10,083.493
NPV = $83.493
Answer:
$345,000
Explanation:
Since Halka Company uses a maturity matching approach, it must match its short term working capital with its short term debts, and its long term working capital with its long term debts. Halka's assets should be compensated with a corresponding debt instrument of similar maturity.
Since Halka's assets vary form $345,000 to $410,000, its long term debt plus equity should match at least $345,000.
hey there!:
1)
a) Amount of credit the company would receive against the FUTA tax for its SUTA contributions = 2896.21
(56900*3.1%*90%)+(56900*(5.4%-3.1%)) = 2896.21
b) Amount that Peroni Company would pay to the federal government for its FUTA tax = 517.79
(56900*6%)-2896.21 = 517.79
c) Amount that the company lost because of its late payments = 176.39
=517.79-(3414-1763.9-1308.7) = 176.39
Hope that helps!
Answer:
Lorenz curve can be understood as a graphical representation of distribution of wealth or income among the population in a given economy.
Explanation:
Lorenz Curve was proposed by Max O. Lorenz in the year 1905 to represent inequality in the distribution of income among the given population. This curve illustrates that the distribution of wealth is not equal, where one section of the population has all the wealth or income of the economy and the other section of the population is left with none. Whereas in the case of perfect equality, each section of the population should receive an equal amount of wealth of the economy. This means that N% of the society should always have N% of income and not more and not less than that. Thus, this situation is hypothetical and thus, the idea of the Lorenz Curve comes into consideration.
Answer:
c. there is a negative externality.
Explanation:
At the time when one individual actions develops the benefits for others but at the same time they dont pay so it is to be known as positive externality
At the time when one individual action develops loss but the other who received the loss because of the action of the person so for this they didnt get the compensation so it is the negative externality
As we can see that there is three types of values so the correct option is c.
