2)
Price of Bond = $6515413
Maturity (n) = 10 years
Face value of Bond = $18500000
Let effective rate of interest be r.
Price of Bond = Face value of Bond/ (1+r) ^n
$6515413 = $18500000/ (1+r) ^10
(1+r)^10 = $18500000/$6515413
(1+r)^10 = 2.8394
1+r = (2.8394) ^1/10
1+r = 1.11
r = 1.11 – 1 = 0.11 i.e. 11%
Effective rate of interest is 11%.
1) & (3 to 5)
Sl. NO. |
Account Titles |
Debit($) |
Credit($) |
1) |
Cash |
6515413 |
|
Bond Payable |
6515413 |
||
(Issuance of Bond) |
|||
2) |
Interest Expense |
716695 (6515413*11%) |
|
Bond Payable |
716695 |
||
(Annual interest expense as at December 31,2018) |
|||
3) |
Interest Expense |
795532 [(6515413+716695)*11%] |
|
Bond Payable |
795532 |
||
(Annual interest expense as at December 31,2019) |
|||
4) |
Bond Payable |
18500000 |
|
Cash |
18500000 |
||
(Payment at Bond maturity) |
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