Answered step by step
Verified Expert Solution
Question
1 Approved Answer
1 . ) Distinguish between business risk and financial risk. 2 . ) Distinguish between real assets and financial assets. 3 . ) Define arbitrage
Distinguish between business risk and financial risk. Distinguish between real assets and financial assets. Define arbitrage and the law of one price. What is an efficient market? How do efficient markets benefit society? Compare and contrast options and forward contracts. What contract would two parties utilize if they agreed to exchange cash flows? How might this transaction proceed? If an individual anticipates the price of a stock falling, how would you go about shorting the stock to capture a profit? How does a short position create a liability? Consider a call option on an asset with an exercise price of $ a put option on the same asset with an exercise price of $ and a forward contract on the asset with an exercise price of $ all expiring at the same time. Assume that at the expiration, the price of the asset is each of the following two values. Explain what happens from the perspective of the long position for each derivative. A $ B $ Suppose a European put price exceeds the value predicted by putcall parity. How could an investor profit? Demonstrate your strategy is correct by constructing a payoff table Assume the current market price of a stock is $ A twomonth European call option with an exercise price of $ is currently priced at $ What is the intrinsic value of this option. What is the time value of this option. Consider a stock trading at $ that can go up or down by percent per period. The riskfree rate is Using the one period binomial model: a Determine the two possible stock prices for the next period. b Determine the intrinsic value at expiration of a European call with an exercise price of $ c Find the value of the option today. d Compute the hedge ratio and construct the hedge portfolio. Show that the return on the hedge portfolio is the riskfree rate regardless of the outcome assuming the call sells for the value you obtained in part c Consider a twoperiod, twostate world. Let the current stock price be and the riskfree rate be percent. Each period the stock can go up by percent or down by percent. A call option expiring at the end of the second period has an exercise price of a Find the stock price sequence. b Determine the possible prices of the call at expiration. c Find the possible prices of the call at the end of the first period. d What is the current price of the call? e What is the initial hedge ratio? f What are the two possible hedge ratios at the end of the first period? g Construct an example showing that the hedge works. Make sure the example illustrates how the hedge portfolio earns the riskfree rate over both periods h What would the investor do if the call were overpriced? If it were underpriced?
Distinguish between business risk and financial risk.
Distinguish between real assets and financial assets.
Define arbitrage and the law of one price.
What is an efficient market? How do efficient markets benefit society?
Compare and contrast options and forward contracts.
What contract would two parties utilize if they agreed to exchange cash flows? How might this
transaction proceed?
If an individual anticipates the price of a stock falling, how would you go about shorting the
stock to capture a profit? How does a short position create a liability?
Consider a call option on an asset with an exercise price of $ a put option on the same asset
with an exercise price of $ and a forward contract on the asset with an exercise price of
$ all expiring at the same time. Assume that at the expiration, the price of the asset is each
of the following two values. Explain what happens from the perspective of the long position for
each derivative.
A $
B $
Suppose a European put price exceeds the value predicted by putcall parity. How could an
investor profit? Demonstrate your strategy is correct by constructing a payoff table
Assume the current market price of a stock is $ A twomonth European call option with an
exercise price of $ is currently priced at $ What is the intrinsic value of this option. What
is the time value of this option.
Consider a stock trading at $ that can go up or down by percent per period. The riskfree
rate is Using the one period binomial model:
a Determine the two possible stock prices for the next period.
b Determine the intrinsic value at expiration of a European call with an exercise price of $
c Find the value of the option today.
d Compute the hedge ratio and construct the hedge portfolio. Show that the return on the hedge
portfolio is the riskfree rate regardless of the outcome assuming the call sells for the value you
obtained in part c
Consider a twoperiod, twostate world. Let the current stock price be and the riskfree rate
be percent. Each period the stock can go up by percent or down by percent. A call
option expiring at the end of the second period has an exercise price of
a Find the stock price sequence.
b Determine the possible prices of the call at expiration.
c Find the possible prices of the call at the end of the first period.
d What is the current price of the call?
e What is the initial hedge ratio?
f What are the two possible hedge ratios at the end of the first period?
g Construct an example showing that the hedge works. Make sure the example illustrates how
the hedge portfolio earns the riskfree rate over both periods
h What would the investor do if the call were overpriced? If it were underpriced?
Step by Step Solution
There are 3 Steps involved in it
Step: 1
Get Instant Access with AI-Powered Solutions
See step-by-step solutions with expert insights and AI powered tools for academic success
Step: 2
Step: 3
Ace Your Homework with AI
Get the answers you need in no time with our AI-driven, step-by-step assistance
Get Started