Solution a:
Computation of bond price | |||
Table values are based on: | |||
n= | 10 | ||
i= | 8.00% | ||
Cash flow | Table Value | Amount | Present Value |
Par (Maturity) Value | 0.46319 | $4,000,000.00 | $1,852,760 |
Interest (Annuity) | 6.71008 | $400,000.00 | $2,684,032 |
Price of bonds | $4,536,792 |
Solution b:
Bond Amortization Schedule - Effective interest method | |||||
Date | Cash Paid | Interest Expense | Premium Amortized | Unamortized Premium | Carrying Value |
1-Jan-18 | $536,792 | $4,536,792 | |||
1-Jan-19 | $400,000 | $362,943 | $37,057 | $499,735 | $4,499,735 |
1-Jan-20 | $400,000 | $359,979 | $40,021 | $459,714 | $4,459,714 |
1-Jan-21 | $400,000 | $356,777 | $43,223 | $416,491 | $4,416,491 |
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