Answer:
a. 9.43%
Explanation:
IRR is the rate of return that makes initial investment equal to present value of cash inflows
Initial investment = Annuity*[1 - 1 /(1 + r)^n] /r
1250 = 325 * [1 - 1 / (1 + r)^5] /r
Using trial and error method, i.e., after trying various values for R, lets try R as 9.43%
1250 = 325 * [1 - 1 / (1 + 0.0943)5] /0.0943
1250 = 325 * 3.846639
1250 = 1,250
Therefore, The project IRR is 9.43%
Answer:
Interest will be $855 x 10 years= $8,550
Explanation:
Interest
6÷100=0.06
0.06x14,250=$855
$855x10=$8,550.
How much to have paid back
At the end of 10years $8,550 would have been paid as interest
Total sum will be $14,250+$8,550=$22,800 to be paid back.
The answer is true because empowerment is a positive thing which leads to a positive outcome.
Answer:Yield to maturity is 9.59%; After tax cost of debt =7.672%
Explanation:
A) Yield to maturity ={ C + (FV-PV)/t} / {(FV +PV)/2}
Where C – Interest payment = $90
FV – Face value of the security
= $1000
PV – Present value/curent market value = $960
t – years it takes the security to reach maturity= 10 years
imputing the values and calculating,
yield to maturity ={ C + (FV-PV)/t} / {(FV +PV)/2}
= $90 + (1000-960)/10} / 1000 + 960 /2
$90 + 4= $94 /980= 0.0959
therefore Yield to maturity is 9.59%
B) After tax cost of debt = Yield To Maturity x (1 - tax rate)
=9.59% x (1-20%)= 9.59% x (1-0.2 )= 9.59% x 0.8 =
9.59 % x 80%=7.672%
Answer:
I agree with Mike because pure risks involve only possible losses. Since he owns his house, the possibility of it burning down would represent only a loss to him.
But if he buys insurance, he will pay an insurance premium which means that if the house burns down, the company will lose money, but if the hose doesn't burn down, the insurance company will make a profit. This represents speculative risk because the possibility of a gain and a loss exist.
