Answer:
$66,909
Explanation:
Calculation for How much must each deposit be (rounded to the nearest $10)?
First step is to calculate the PV using financial y
N= 25
PMT= 200,000
FV= 0
i/y= 9
PV= ?
Hence,
PV= 2,141,322
Now let How much must each deposit be by finding the PMT using financial calculator
N= 15
FV= 2,141,322
PV=0
i/y= 9
PMT= ?
Hence,
PMT=$66,909
Therefore How much must each deposit be is $66,909
Answer:
Missing word <em>"What is the Rate of return"</em>
a. Asset at the end of the year = (Asset at the start of the year + Increase in value) * 12b-1 charges
Asset at the end of the year = ($219 million+ ($219 million * 7%)) * (1-0.50%)
Asset at the end of the year = ($219 million + $15.33 million) * 0.9950
Asset at the end of the year = $234.33 million * 0.9950
Asset at the end of the year = $233.16 million
Net asset value at the end of the year = Asset at the end of the year / Number of shares
Net asset value at the end of the year = $233.15835 million / 12 million
Net asset value at the end of the year = $19.430
b. Rate of return = (Net asset value at the end of the year + dividend per share - Net asset value at the start of the year) / Net asset value at the start of the year
Rate of return = ($19.430 + ($6 / 12) - $18.250) / $18.250
Rate of return = ($19.430 + $0.50 - $18.250) / $18.250
Rate of return = $1.68 / $18.250
Rate of return = 9.20%
Answer:
Fair Credit Reporting Act is the correct answer.
Explanation:
Answer and Explanation:
The composite score for each location is as follows;
The Composite score for Location A is
= 85 × 0.15 + 70 × 0.2 + 87 × 0.18 + 0.27 × 95 + 86 × 0.1 + 88 × 0.1
= 85.7
= 86
The Composite score for Location B is
= 85 × 0.15 + 91 × 0.2 + 97 × 0.18 + 90 × 0.27 + 90 × 0.1 + 0.1 ×92
= 90.91
= 91
The Composite score for Location C is
= 82 × 0.15 + 91 × 0.2 + 90 × 0.18 + 92 × 0.27 + 97 × 0.1 + 0.1 ×84
= 89.64
= 90
Answer:
d. A perpetuity is a stream of regularly timed, equal cash flows that continues forever.
Explanation:
A perpetuity refers to a future stream of cash flows, paying a constant amount regularly till forever. Such stream is never ending.
The present value of a perpetuity is computed by dividing the constant amount receivable till forever, by required rate of return/cost of capital.
Present value of a growing perpetuity is given by
= 
wherein cash flows represent cash flows receivable growing at g% rate till forever
r = required rate of return or cost of capital
g= growth rate of cash flows
Where the cash flows are of constant amount i.e non growing nature, the present value of such a perpetuity is given by,
= 