* You write a European vanilla call option today with a strike price of 100 pence and sell the option for 10 pence. The holder chooses to exercise the option on the expiry date. On this date, the underlying is worth 120 pence. Calculate, showing all steps, your overall profit/loss on this transaction.
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- The speculator buys one put option at a strike price of $70/barrel and expiry date October 2021 for a premium of $1.20/barrel. Consider the following expected payoff chart for buying a put option. What are the names of point A and B? What is the exact value of A? What is the exact value B?The call has a premium of $10 and a strike price of $60. You decide to go on margin, meaning that you put down $8 of your own money and borrow the other $2. On the day of expiration, the underlying asset is worth $75. What is your percentage return on equity for this position?eBook Reska, Inc., has constructed a long euro straddle. A call option on euros with an exercise price of $1.40 has a premium of $0.015 per unit. A euro put option has a premium of $0.009 per unit. Some possible euro values at option expiration are shown in the table below. a. Complete the worksheet and determine the net profit per unit to Reska, Inc., for each possible future spot rate. Use a minus sign to enter loss values, if any, If the answer is zero, enter "0". Round your answers to three decimal places. Call Put Net $0.90 $ $ $ $ b. Determine the break-even points of the long straddle. What are the break-even points of a short straddle using these options? Round your answers to three decimal places. Lower break-even point (long straddle): $ Higher break-even point (long straddle): s Lower break-even point (short straddle): s Higher break-even point (short straddle): 5 Value of Euro at Option Expiration $1.05 $1.50 $ S S $ $2.00 $
- An investor buys a European call option at a price of 7.6 yuan. The stock price is 52 yuan and the strike price is 55 yuan. Under what circumstances will the investor make a profit ? Under what circumstances will the option be executed ? Draw a diagram of the relationship between investor profitability and stock price at maturity.Suppose you wrote a European put option on RDNW with an exercise of $30 and premium of $2.7. What would be your profit (per share) if the stock price at the expiration date is $26?Suppose that a European call option to buy a share for $ 90.00 costs a . Under what circumstances will the SELLER of the option make a profit ? \$4.00 and is held until maturity . ( DRAW the GRAPH to show ALL answers ) b . when will the option be exercised ( at what price , show on graph ) ? c . What is the Maximum profit for SELLER and at what stock price ? d . What is the Maximum loss for SELLER and at what stock price ? e . What will be profit / loss for SELLER if St is 150 ?
- You sold a put contract on EDF stock at an option price of $.25 and an exercise price of $22.50. The option expires today when EDF stock is selling for $21.70 a share. Ignoring transactions costs and taxes, what is your total profit on this investment?please give me answer in relatablePlease show how to solve this CPT is currently trading at $120/share. You bought 3 CALL-option contracts on CPT with a strike price of $110 for $16 each. a. What will be your total $ and % gain/loss if CPT price is $120 at the expiration date?b. What will be your total $ and % gain/loss if CPT price is $140 at the expiration date?c. What will be your total $ and % gain/loss if CPT price is $125 at the expiration date?
- Consider a European Call option of stock XYZ. The current price of the option is $5.67. This option has 3 months to maturity, and the strike price is $80. Currently, the price of XYZ stock is $65. The 3-month interest rate (annualized, continuously compounded) is 4%. Compute the net payoff to the buyer of the option at the expiration of the options, assuming that: the price of XYZ at maturity is $105 $ the price of XYZ at maturity is $70 $Give typing answer with explanation and conclusionConsider a one-period binomial model in which the underlying is at 65 Euros, and can go up 30% or down 22% each period. The risk-free rate is 8%. Determine the price of a European put option with exercise price of 70. Assume that the put is selling for 9 Euros. Demonstrate how to execute an arbitrage transaction and calculate the rate of return. Use 10000 puts.