Answer:
$25,891,632.37
Explanation:
The computation of the market value of the bond in two years is given below:
We know that
Market value of the bonds be in two years is
= pv(rate, nper,pmt,fv)
Here
Nper = 2
PV = ?
PMT = 25000000 × 10% = 2500000
FV = 25000000
Rate = 8%
Now
Market value of the bonds be in two years is
= pv( 8%,2,2500000,25000000)
= $25,891,632.37
The Current yield on the bonds are calculated as :
Current yield = Annual coupon payments/ Current price
Here, we assume the face value of the bond to be $1000
Annual coupon payments are 10.6% of the face value or 0.106*1000 = 106
Current price = 108.1% of the face value = 1.081* 1000 = 1081
Current Yield = 106/1081
Current Yield = 0.098057 = 9.8057%
Current Yield = 9.81% (Rounded to two decimals)
Answer:
zero-coupon
Explanation:
According to my experience with different investment assets, I can say that based on the information provided within the question he purchased a zero-coupon bond. This is an bond asset that the individual may redeem at the time of maturity for the same price that he purchased the bond. Just like mentioned in the question.
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You have to do some adding and multiplying. first 99.55 times 4 tires
Do you have a word bank?
i think 1: flowchart
2: first
