Answer:
Year Dry Prepreg discounted cash flow
0 -$30,000 -$30,000
1 10,000 8,772
2 10,000 7,695
3 10,000 6,750
4 10,000 5,921
5 10,000 5,194
Year Solvent Prepreg. discounted cash flow
0 -$90,000 -$90,000
1 28,000 24,561
2 28,000 21,545
3 28,000 18,899
4 28,000 16,578
5 28,000 14,542
a. Calculate NPV, IRR, MIRR, payback, and discounted payback for each project
Dry Prepreg
NPV = $4,330
IRR = 19.86%
MIRR = 17.12%
payback = 3 years
discounted payback = 4.17 years
Solvent Prepreg
NPV = $6,130
IRR = 16.80%
MIRR = 15.51%
payback = 3.21 years
discounted payback = 4.58 years
b. Assuming the projects are independent, which one(s) would you recommend?
- both projects, since their NPV is positive
c. If the projects are mutually exclusive, which would you recommend?
Dry prepreg becuase its IRR, MIRR are higher, and its payback and discounted payback periods are shorter.
Answer:
Answer is option a, i.e. trade-offs and connections may differ in short run and the long run.
Explanation:
Keynes' law in economics and Say's law in economics are contradictory in their perspective. Where Keynes' law says that it is the demand that creates the supply, on the other hand, Say's law states that its the supply that tends to create the demand. But, we cannot neglect any of the above facts as demand and supply cant operate independently. So, on combining the two laws, we happen to take both the given laws into account. Also, it is found that Keynes' law is more appropriate and accurate for the short-run whereas, Say's law is for the long run. This thus creates trade-offs and connections that differ in the short-run and long-run by affecting the three important goals of macroeconomics, i.e. higher standard of living, low inflation, and low unemployment.
Answer:
PV of the six year annuity = $201,923.57
Explanation:
<em>This is an example of an advanced annuity. A series of constant amount receivable for certain number of years with first one occurring immediately.</em>
Present Value of the annuity for the next five years=
A× 1- (1+r)^(-n)/r
A- annual cash flow, n- number of period, r-interest rate per period
A- 43,000, r- 11%, n- 5
=43,000× (1- 1.11^(-5))/0.11
=158,923.57
The first cash flow of 43,000 occurs immediately , hence it is already discounted. Hence the PV of the total cash flows would be the sum of the PV of the next five year cash flows and the one received now.
Hence,
PV = 158,923.57 + 43,000= 201,923.57
PV of the six year annuity = $201,923.57
Answer:
See explanation section
Explanation:
Export - When a country ships its domestic products (Goods and Services) to another country, after meeting the demand of the domestic people, for processing, using, and selling those, the term refers to export.
Import - When a country brings other countries' products in order to fulfill the demand of its population, it is coined as an import.
Balance of Trade - When there is a difference between the country's net monetary value of exports and imports, it is called the balance of trade. If export exceeds the import, there will be a trade surplus. On the other hand, when import exceeds the export, there will be a trade deficit.
