Present value factor used | |||||
Table values are based on: | PVAF(i,n) | PVIF(i,n) | |||
n= | 15 | 1 | 8.55948 | 0.23939 | |
i= | 8.0% | 2 | 15.37245 | 0.23138 | |
Cash Flow | Amount | Present Value | 3 | 8.1109 | 0.67556 |
Interest | $1,500,000*8% =$120,000 | $10,27,138 | 4 | 13.59033 | 0.45639 |
Principal | $1,500,000 | $3,59,085 | 5 | 12.46221 | 0.37689 |
Price of Bonds | $13,86,223 | ||||
Table values are based on: | |||||
n= | 30 | ||||
i= | 4.0% | ||||
Cash Flow | Amount | Present Value | |||
Interest | $1,500,000*4% =$60,000 | $9,22,347 | |||
Principal | $1,500,000 | $3,47,070 | |||
Price of Bonds | $12,69,417 | ||||
Table values are based on: | |||||
n= | 10 | ||||
i= | 5.0% | ||||
Cash Flow | Amount | Present Value | |||
Interest | $1,500,000*5% =$75,000 | $6,08,318 | |||
Principal | $1,500,000 | $10,13,340 | |||
Price of Bonds | $16,21,658 | ||||
Table values are based on: | |||||
n= | 20 | ||||
i= | 5.0% | ||||
Cash Flow | Amount | Present Value | |||
Interest | $1,500,000*5% =$75,000 | $10,19,275 | |||
Principal | $1,500,000 | $6,84,585 | |||
Price of Bonds | $17,03,860 | ||||
Table values are based on: | |||||
n= | 20 | ||||
i= | 5.0% | ||||
Cash Flow | Amount | Present Value | |||
Interest | $1,500,000*5% =$75,000 | $9,34,666 | |||
Principal | $1,500,000 | $5,65,335 | |||
Price of Bonds | $15,00,001 | ||||
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