In: Finance
Suppose there is a 15 year bond with at 5.5% coupon rate, paying coupons semi-annually, and a face value equal to $1000. Suppose the yield to maturity is 6.5%, and the bond is currently selling at $1050. Should you buy the bond? Explain.
Suppose you have obtained a $15,000 loan at an APR of 16%, with annual payments.
Fill out the first year of the amortization schedule for this loan:
| 
 Year  | 
 Begin Balance  | 
 Total Payment  | 
 Interest Paid  | 
 Principal Paid  | 
 End Balance  | 
| 
 1  | 
Price of the bond = PV of cash flows from it
| Period | CF | [email protected]% | Dsic CF | 
| 1 | $ 27.50 | 0.9685 | $ 26.63 | 
| 2 | $ 27.50 | 0.9380 | $ 25.80 | 
| 3 | $ 27.50 | 0.9085 | $ 24.98 | 
| 4 | $ 27.50 | 0.8799 | $ 24.20 | 
| 5 | $ 27.50 | 0.8522 | $ 23.44 | 
| 6 | $ 27.50 | 0.8254 | $ 22.70 | 
| 7 | $ 27.50 | 0.7994 | $ 21.98 | 
| 8 | $ 27.50 | 0.7742 | $ 21.29 | 
| 9 | $ 27.50 | 0.7499 | $ 20.62 | 
| 10 | $ 27.50 | 0.7263 | $ 19.97 | 
| 11 | $ 27.50 | 0.7034 | $ 19.34 | 
| 12 | $ 27.50 | 0.6813 | $ 18.73 | 
| 13 | $ 27.50 | 0.6598 | $ 18.15 | 
| 14 | $ 27.50 | 0.6391 | $ 17.57 | 
| 15 | $ 27.50 | 0.6189 | $ 17.02 | 
| 16 | $ 27.50 | 0.5995 | $ 16.49 | 
| 17 | $ 27.50 | 0.5806 | $ 15.97 | 
| 18 | $ 27.50 | 0.5623 | $ 15.46 | 
| 19 | $ 27.50 | 0.5446 | $ 14.98 | 
| 20 | $ 27.50 | 0.5275 | $ 14.51 | 
| 21 | $ 27.50 | 0.5109 | $ 14.05 | 
| 22 | $ 27.50 | 0.4948 | $ 13.61 | 
| 23 | $ 27.50 | 0.4792 | $ 13.18 | 
| 24 | $ 27.50 | 0.4641 | $ 12.76 | 
| 25 | $ 27.50 | 0.4495 | $ 12.36 | 
| 26 | $ 27.50 | 0.4354 | $ 11.97 | 
| 27 | $ 27.50 | 0.4217 | $ 11.60 | 
| 28 | $ 27.50 | 0.4084 | $ 11.23 | 
| 29 | $ 27.50 | 0.3955 | $ 10.88 | 
| 30 | $ 27.50 | 0.3831 | $ 10.53 | 
| 30 | $1,000.00 | 0.3831 | $ 383.09 | 
| Price of the Bond | $ 905.09 | 
Price of the bond = % 905.09
Current price in market = $ 1050
The bond iis over priced, It is not recommended to buy the bond
B
EMI = Loan amount / PVAF (r%,n)
= 15000 / PVAF (16%,n)
In the given question "n= repayment tenure" is not provided, so it is not possible to calcutate the EMI
If tenure is known, please comment so that i can provide the answer
Pls do rate, if the answer is correct and comment, if any further assistance is required.