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Answer:
Leasing.
Explanation:
Find the present value of each and compare and choose the one with the lowest cost in present value terms.
<u>LEASE;</u>
Payments are in form of an annuity ;done using financial calculator (TI BA II plus)
PMT = -30,000
N ;duration = 4
I/Y = 10%
FV = 0
then CPT PV = -$95,095.96
<u>BUY</u>
Initial cost; (already in present value terms) = -$80,000
Annual maintenance(is an annuity); done using financial calculator (TI BA II plus)
PMT = -10,000
N ;duration = 4
I/Y = 10%
FV = 0
then CPT PV = -$31,698.65
Add PV of salvage value;
PV = FV/ (1+r)^4
PV = 20,000 /(1.10^4)
= 20,000/ 1.4641
= $13,660.26911
Overall PV of BUYING = (-80,000 -31,698.65 + 13,660.26911) = -$98,038.38
Therefore, leasing is a better option since the overall present value of costs is lower at $95,095.96 compared to that of buying at 98,038.38.
Answer:
The correct answer is d. pessimistic economic projections that cause businesses to reduce expansion plans.
Explanation:
Economic projections are quantitative studies which seek to describe how the growth of an economy will be in a certain period of time towards the future. These are based on existing economic models, in addition to historical reports, to identify patterns in which they know where the economy will go.
This information is of great interest to different sectors, for example, investors will always be interested in knowing which sectors of the industry will grow in the future, to invest in shares of leading companies in that area; people are always eager to know how the economy will be, in order to decide if it is good time to spend or save; Well, governments can do these studies to find out if it is necessary to implement any program to prevent economic problems.
The worth of investment in 18 years will be $1,096.96 after adding $736.96 of the interest amount compounded quarterly.
Computation:
Given,
Principal amount =$360
Interest rate =4%
Time period =18 years
The formula used to determine the compound interest amount is:
Substituting the values in the formula:
Therefore, the correct answer for the worth of investment is $736.96.
To know more about compound interest, refer to the link:
brainly.com/question/25857212
