The promised cash flows of three securities are listed below. If the cash flows are risk-free, and the risk-free interest rate is 6.0%, determine the no-arbitrage price of each security before the first cash flow is paid.
| Security | Cash Flow Today ($) | Cash Flow in One Year ($) | ||
| A | 700 | 700 | ||
| B | 0 | 1,400 | ||
| C | 1,400 | 0 |
The no-arbitrage price of Security A is $ Answer. (Round to the nearest cent.)
The no-arbitrage price of Security B is $ Answer. (Round to the nearest cent.)
The no-arbitrage price of Security C is $ Answer. (Round to the nearest cent.)
The no-arbitrage price of Security A is computed as shown below:
= $ 700 + $ 700 / 1.06
= $ 1,360.38 Approximately
The no-arbitrage price of Security B is computed as shown below:
= $ 0 + $ 1,400 / 1.06
= $ 1,320.75 Approximately
The no-arbitrage price of Security C is computed as shown below:
= $ 1,400 + $ 0
= $ 1,400
Feel free to ask in case of any query relating to this question
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