In: Accounting
3. What is the total amount of interest paid during the entire life of the bonds?
solution 1:
| Computation of bond price | |||
| Table values are based on: | |||
| n= | 24 | ||
| i= | 5% | ||
| Cash flow | Table Value | Amount | Present Value | 
| Par (Maturity) Value | 0.31007 | $5,000,000 | $1,550,350 | 
| Interest (Annuity) | 13.79864 | $150,000 | $2,069,796 | 
| Price of bonds | $3,620,146 | ||
Solution 2:
| Bond Amortization Table | |||||
| Semiannual interest period end | Cash interest paid | Bond Interest Expense | Discount Amortization | Unamortized Discount | Carrying Value | 
| Issue date | $1,379,854 | $3,620,146 | |||
| June 30, Year 1 | $150,000 | $181,007 | $31,007 | $1,348,847 | $3,651,153 | 
| Dec 31, Year 1 | $150,000 | $182,558 | $32,558 | $1,316,289 | $3,683,711 | 
| Total | $363,565 | ||||
Solution 3:
| Total bond interest expense over the life of bond | |
| Particulars | Amount | 
| Amount Repaid: | |
| 24 semiannual interest payments of $150,000 each | $3,600,000.00 | 
| Par Value at Maturity | $5,000,000.00 | 
| Total Repaid | $8,600,000.00 | 
| Less: Amount borrowed | $3,620,146.00 | 
| Total bond interest expense | $4,979,854.00 |