Answer:
a. a grant will be secured to help fund the project.
Explanation:
In project management, a project manager can be defined as an individual or organization that temporarily undertakes a project in order to create a unique result, product, and service. Project managers strives very hard so that they can achieve their aims, goals and objectives in the most cost-effective, efficient and best manner through the use of unique set of interrelated tools, skills and tasks.
An assumption for a construction project could be, a grant will be secured to help fund the project.
Project managers sometimes embark on the execution of projects without having enough fund to finish it successfully. There assumptions are usually that once they have commenced the process, a grant can be secured from creditors, investors or financial institutions to help fund the remaining part of the project. However, since it is an assumption, they're not guaranteed that the grant will be given to them; therefore, this can result to the stalling of projects sometimes.
By virtue of standards, materials to be used to construct the building, the size of the building that is to be constructed and the regulations and codes required for the building should never be assumed by project managers.
$100,000 was allocated by a stockbroker to a portfolio yielding 4% annually compounded. If no withdrawals are taken, there will be $117,352 left in the account after four years.
Given a certain rate of return, present value (PV) is the current value of a future financial asset or stream of cash flows. A discount rate or the interest rate that could be obtained through investment is applied to the future value to get the present value.
According to the continuously compounded interest formula,
FV = PV 
Here,
Present Investment Value, or PV
the interest rate, I
T = time in years
So,
In light of the specified
PV = $ 100,000
I = 4% = 0.04
t = 4 years
Hence
FV stands for "Final Investment Value"
Then,
FV = 100,000 * e⁰.⁰⁴ˣ⁴
FV = 100,000*e⁰.¹⁶
FV = 100,000 * 1.173510871
FV = 117351.0871
FV = 117351
Hence
The balance in the account after four years was = $117,352
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Answer:
PV of cash outflows = Annuity*(1-1/(1+rate)^number of terms)/rate
= 5000000000*(1-1/(1+9%)^6)/9%
= 22429592951.15
PV of inflows at end of 6 years= Annuity*(1-1/(1+rate)^number of terms)/rate
= 200000000*(1-1/(1+9%)^100)/9%
= 2221820304.00
PV of inflows now = 2221820304/1.09^6 = $1,324,798,853.47
NPV = -22429592951.15+1324798853.47
= -21104794098
We see that the Net Present value added by this method is negative. Hence the project is not beneficial.
Answer:
$593,000
Explanation:
Given data for Schneider Inc.
Salaries payable at the beginning of 2018 (end of 2017) = $61,600
Salary expense during the year (2018) = $621,400
Salary payable at end of year (2018) = $90,000
Salaries paid = ?
Let the salaries paid = S
Using the formula
Salaries payable at the beginning of 2018 + Salary expense during the year - Salaries paid = Salary payable at end of year
$61,600 + $621,400 - S = $90,000
S = $61,600 + $621,400 - $90,000
S = $593,000
Cash outflows for salaries in 2018 were $593,000.
Answer:
Year Cashflow [email protected]% PV
$ $
1 150 0.8929 134
2 150 0.7972 120
3 150 0.7118 107
4 250 0.6355 159
5 300 0.5674 170 6 600 0.5066 <u>304 </u>
<u> 994</u>
Explanation:
In this case, we will discount the cashflow for each year at 12% per annum. The discount factor can be obtained by using the formula (1 + r)-n. Then, we will multiply the cashflows by the discount factors in order to obtain the present values. All the present values will be added up.
