FRM Part I · FRM Exam Part I · Properties of Options
Holding all else equal, which change makes early exercise of an American put on a non-dividend-paying stock more attractive?
A higher risk-free interest rate makes early exercise of the American put more attractive, because the strike cash received earlier can earn more interest. Higher volatility, a higher stock price, or lower rates all favour keeping the option alive.
- AAn increase in the stock's volatility
- BA decrease in the risk-free interest rate
- CAn increase in the stock price
- DAn increase in the risk-free interest rateCorrect
Explanation
Exercising a put early delivers the strike sooner, and that cash earns interest. A higher risk-free rate raises this benefit, so early exercise becomes more attractive. Higher volatility increases the option's time value, which favours waiting. A lower rate reduces the interest gain. A higher stock price moves the put away from the money, making early exercise less attractive.
Did you get it right without looking?
One question tells you little. A timed set on Properties of Options shows your real accuracy, how long you take and where you lose marks.
More Properties of Options questions
- A trader holds a portfolio of one long European call (strike $100, premium $6) and one long European put (strike $100, premium $4) on the sa…
- An investor holds a long position in one share of a stock and buys a European put with a strike of $60 for $2.50. The stock was bought at $5…
- A European call and put share the same strike 100 and expiry of 1 year on a non-dividend stock priced at 98. The call costs 8.00 and the con…
- An analyst values an American call on a stock that pays no dividends during the option's life. The call is deep in the money with several mo…
- Two American call options on the same non-dividend-paying stock have the same strike but different maturities, 3 months and 9 months. Which …
- A European put option on a non-dividend-paying stock has a strike of $80 and expires in six months. The stock price is $72 and the continuou…