Question

In: Finance

Call Put Option Strike Exp. Vol. Last Vol. Last Cisco 15.00 Oct. 491 2.26 559 0.25...

Call Put

Option Strike Exp. Vol. Last Vol. Last
Cisco 15.00 Oct. 491 2.26 559 0.25
16.30 15.00 Nov. 259 2.90 154 1.00
16.30 17.50 Oct. 680 0.85 522 1.60
16.30 17.50 Nov. 142 1.33 40 2.31
16.30 17.50 Feb. 51 1.95 28 3.77
16.30 20.00 Oct. 828 0.30 915 4.05
16.30 20.00 Nov. 123 0.55 212 4.67

1. What is the cost to purchase one October 17.50 call contract on Cisco stock?

A. $290

B. $175

C. $85

D. $163

E. $680

2. What is the time value per share of the November 15 call?

A. $1.30

B. $1.40

C. $1.60

D. $1.90

E. $2.90

3. What is the time value per share of the November 15 put?

A. $0.00

B. $0.25

C. $1.00

D. $1.25

E. $1.30

4. Which of the options shown in the quote are in-the-money?

I. The October 15 call

II. The November 17.50 call

III. The October 15 put

IV. The November 20 put

A. I and II only

B. II and III only

C. I and IV only

D. III only

E. III and IV only

5. Suppose you bought 20 Cisco Oct 15 call contracts. Just before the option expires, the stock is selling for $18. What is your net profit (or loss)? Ignore transaction costs.

A. -$4,520

B. -$2,260

C. $0

D. $1,480

E. $6,000

6. Suppose you bought 10 Cisco Oct 20 put contracts. Just before the option expires, the stock is selling for $19. What is your net profit (or loss)? Ignore transaction costs.

A. -$4,050

B. -$3,050

C. -$1,000

D. $1,000

E. $3,700

Solutions

Expert Solution

1). Oct 17.50 call has a price of 0.85 so total price will be 0.85*100 = $85 (one contract is for 100 shares) Option C

2). Option price = intrinsic value + time value

Intrinsic value of a call = asset price - strike price = 16.30 - 15 = 1.30 (for Nov 15 call)

Nov 15 call price = 2.90

Time value = option price - intrinsic value = 2.90 - 1.30 = 1.60 (Option C)

3). Nov 15 put price = 1.00

Put is out of the money so intrinsic value is zero. Thus, time value of the put will be equal to the option price of $1.00 (Option C)

4). I - Oct 15 call is in the money as share price > strike price (16.30 > 15)

IV - Nov 20 put is in the money as strike price > share price (20 > 16.30) (Option C)

5). Oct 15 call price = 2.26

One call contract price = 2.26*100 = 226

Profit per contract = (share price - strike price)*100 - contract price = (18-15)*100 - 226 = 300 - 226 = 74

Profit on 20 call contracts = 20*74 = 1,480 (Option D)

6). Oct 20 put price = 4.05

One put contract price = 4.05*100 = 405

Loss per contract = (strike price - share price)*100 - contract price = (20-19)*100 - 405 = 100 - 405 = -305

Loss on 10 put contracts = 10*-305 = -3,050 (Option B)


Related Solutions

Is a put option on the ¥ with a strike price in €/¥ also a call...
Is a put option on the ¥ with a strike price in €/¥ also a call option on the € with a strike price in ¥/€? Explain.
OCT 2020 PUTS - last price 7.90 ; vol - ; strike 28.00 1. You sold...
OCT 2020 PUTS - last price 7.90 ; vol - ; strike 28.00 1. You sold twenty Oct 2020 put contracts today at $7.90. Two weeks later the stock trades at $22.30 and the premium on the put is $9.90. How much money have you made or lost at this point in time? 2. Briefly explain whether selling uncovered calls is more, less or of equal risk than selling puts?
A call option with a strike price of $50 costs $2. A put option with a...
A call option with a strike price of $50 costs $2. A put option with a strike price of $45 costs $3. Explain how a strangle can be created from these two options. Construct a table that shows the payoff and profits of the strangle.
Given the following: Call Option: strike price = $100, costs $4 Put Option: strike price =...
Given the following: Call Option: strike price = $100, costs $4 Put Option: strike price = $90, costs $6 How can a strangle be created from these 2 options? What are the profit patterns from this? Show using excel.
A European call option and put option on a stock both have a strike price of...
A European call option and put option on a stock both have a strike price of $21 and an expiration date in 4 months. The call sells for $2 and the put sells for $1.5. The risk-free rate is 10% per annum for all maturities, and the current stock price is $20. The next dividend is expected in 6 months with the value of $1 per share. (a) describe the meaning of “put-call parity”. [2 marks] (b) Check whether the...
A European call option and put option on a stock both have a strike price of...
A European call option and put option on a stock both have a strike price of $21 and an expiration date in 4 months. The call sells for $2 and the put sells for $1.5. The risk-free rate is 10% per annum for all maturities, and the current stock price is $20. The next dividend is expected in 6 months with the value of $1 per share. (a) In your own words, describe the meaning of “put-call parity”. (b) Check...
Given the following: Call Option: Strike Price = $60, expiration costs $6 Put Option: Strike Price...
Given the following: Call Option: Strike Price = $60, expiration costs $6 Put Option: Strike Price = $60, expiration costs $4 In excel, show the profit from a straddle for this. What range of stock prices would lead to a loss for this? Including a graph would be helpful.
Suppose a call option with a strike price of $43 costs $5. Suppose a put option...
Suppose a call option with a strike price of $43 costs $5. Suppose a put option with a strike price of $43 also costs $5. You decide to enter a strip (\/), which has a slope of negative 2 prior to the kink point and positive 1 after the kink point. What is the profit of the strategy if the stock price is 37 at expiration? (required precision: 0.01 +/- 0.01)
A call option on a stock with a strike price of $60 costs $8. A put...
A call option on a stock with a strike price of $60 costs $8. A put option on the same stock with the same strike price costs $6. They both expire in 1 year. (a) How can these two options be used to create a straddle? (b) What is the initial investment? (c) Construct a table that shows the payoffs and profits for the straddle when the stock price in 3 months is $50, and $72, respectively. The table should...
A put and a call option have the same maturity and strike price. If they also...
A put and a call option have the same maturity and strike price. If they also have the same price, which one is in the money? Mathematically show how you reached your conclusion.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT