Answer:
The correct answer is C
Explanation:
Constraint is the term which is defined as something which will controls or limits the person or an individual what the person can do. Their decision depends or grounded on the constraint.
In this case,Oliver wants to buy the new equipment in order to complete the project. The budget is depend or grounded on the grant awarded by the company. So, it is an example of a constraint project.
Answer:
- 3.21%
Explanation:
In this question, we use the PV formula which is shown in the spreadsheet.
The NPER represents the time period.
Given that,
Future value = $1,000
PMT = 1,000 × 5% = 50
NPER = 34 years - 1 year = 33 year
Rate of interest = 9%
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after solving this, the present value would be $581.42
Now the return would be
= Sale price + interest - purchase price
= $581.42 + $50 - $652.39
= -$20.97
And, the total return would be
= Return ÷ purchase price
= -$20.97 ÷ $652.39
= - 3.21%
Answer:
The correct option is D,$42,000
Explanation:
The balance on Maxwell capital account=market value of building contributed less the mortgage on the building
market value of the building is $89,000
Mortgage on the building is $47,000
balance on Maxwell capital account=$89,000-$47,000
balance on Maxwell capital account=$42000
The correct option is D.
Care must taken so that one does include the cash of $38,000 contributed by Smart in Maxwell's capital account balance calculation,otherwise one would have concluded that option E,$80,000($42,000+$38,000)
<span>The ending equity is $315,000
This is just a matter of adding income and subtracting withdraws. So let's do it.
"Cragmont has beginning equity of $277,000,"
x = $277000
"net income of $63,000"
x = $277000 + $63000 = $340000
"withdrawals of $25,000"
x = $340000 - $25000 = $315000</span>
Answer:
$43.19
Explanation:
Use dividend discount model(DDM) to solve this question; specifically constant dividend growth model.
P0 = D1/(r-g)
P0 = Current price
D1 = Next year's dividend = $3.11
r = investors' required return = 11.4% or 0.114 as a decimal
g = dividend growth rate = 4.2% or 0.042 as a decimal
P0 = 3.11/(0.114 - 0.042)
P0 = $43.19
Therefore, this stock price is $43.19
