Answer:
D. the money in one's pocket
Explanation:
this is so because the financual assets needed fpr a business to produce good and/or services requires money
Answer:
0.811% per month is the amximum rate it can affor
or 9.732% annual rate with monhly compounding.
Explanation:
We have to solve for the rate at which the monthly payment equals 900 dollars.
C 900.00
time 240
rate r
PV $95,000.0000
Given the complexity of the formula we solve using excel or a financial calcualtor
we write on a1 =PV(A2;240;95000)
on a2 we write any number between 0 and 1
then we use goal seek tool adn define that we want A1 to be 95,000 by changing A2 (which is the argument for rate)
the value of A2 after this is our answer:
PV $95,000.0000
<u>Solution and Explanation:</u>
(a)-<u>NPV if the Discount Rate is Zero
</u>
If the Discount Rate is Zero, the NPV of the Project is the sum of the Future cash flows deducted by Initial Investment
Net Present Value (NPV) 
= $256,430
If the Discount Rate is Zero, The NPV will be $256,430”
(b)-<u> NPV If the discount rate is infinite
</u>
If the Discount Rate is Infinite, the NPV of the Project is the Initial Investment
NPV = -$534,800 (Negative)
Answer:
HPR = 0.371%
Explanation:
we must first determine the price of the bond in 1 year:
present value of face value = $1,000 / (1 + 6.25%)⁶ = $695.07
present value of coupon payments = $52.50 x 4.87894 (PV annuity factor, 6.25%, 6 periods) = $256.14
market price in 1 year = $951.21
since you bought the bond at face value (market value = YTM), the the holding period return is:
HPR = [(ending price - actual price) + dividends received] / actual price
HPR = [($951.21 - $1,000) + $52.50] / $1,000 = $3.71 / $1,000 = 0.371%
The answer is 5 hope I helped u