Suppose you bought a forward contract on January 1 that matures six months later. The forward price was $220 at the time of purchase, and the continuously compounded interest rate was 8% per year. Three months have passed, and the spot price is now $150.
What is the value of your forward contract today?
value of your forward contract today = 150 - 220*e-0.08*3/12
value of your forward contract today = -65.64
Suppose you bought a forward contract on January 1 that matures six months later. The forward...
Problem 2. Forward prices and value [25 marks] a) [5] Suppose there is a 16 months Forward on 1 share of non- dividend paying stock traded in the market. Current stock prices are $50 and the Forward price is $57. What is the interest rate (continuously compounded) implied by the given Forward price? b) [6] Suppose that actual interest rates are 7% per annum (continuously compounded as well). Find the Fair price of Forward contract and explain your arbitrage strategy....
Consider a forward contract to purchase a coupon-bearing bond whose current price is $900. Suppose the forward contract matures in 9 months. Assume the coupon payment of $40 is expected after 4 months. Assume that the 4-month and 9-month risk-free continuously compounded interest rate are 3% and 4% per annum, respectively. Suppose the forward price is $910. Is there an arbitrage opportunity? If so, how do you take advantage of the arbitrage opportunity?
Find the no-arbitrage forward price Question 1 (Forward Contracts) Consider a good that has a spot price of Pe = 100 Euros today. The riskless interest rate is r = 10%. a) Find the no-arbitrage forward price for a forward contract on this under- lying good that matures in sixth months time from now! b) Assume that you enter into a forward contract as a buyer and promise to buy a quantity of 100,000 units of the good (at the...
A one-year forward contract of a share, which pays no dividend before the contract matures is written when the share has a price of $50 and the risk-free interest rate is 10% a year. A. What is the forward price? B. If the share is worth $55 six months later, what is the value of the original forward contract at this time? If another forward contract is to be written with the same date of maturity, what should the forward...
A short forward contract that was negotiated some time ago will expire in six months and has a delivery price of $150 (agreed upon price at inception). Today’s forward price for a six-month forward contract on the same underlying is $173. The six month risk-free interest rate (with continuous compounding) is 5% per year. What is today’s value of the short forward contract?
Nine months ago, you bought €60,000,000 1-year forward at the forward rate of 1.38 $/€. If current 3-month interest rates are 11% p.a. in the U.S. and 4% p.a. in the Eurozone, and the current spot exchange rate for euros is 1.43 $/€, then how much is your forward contract worth right now? If the forward contract were terminated today, would you expect to have to pay or receive this amount?
Suppose you enter into a 4.0 month forward contract on one ounce of silver when the spot price of silver is $8.90 per ounce and the risk-free interest rate is 5.25 percent continuously compounded. What is the forward price?
BF2207 Question 2 Suppose that, six months ago, you sold a call option on 1,000,000 euros (EUR) with an expiration date of six months and an exercise price of 1.1780 United States dollars (USD). You received a premium on the call option of 0.045 USD per unit. Assume the following: • Money market interest rates for EUR are constant through time and equal 5% for all maturities. • Money market interest rates for USD are constant through time and equal...
Today's spot price of gold is $1,650 per ounce. The quoted six-month forward price for gold is $1,700. The arbitrage profit that you can make today by trading one forward contract and other securities is $6. Assuming no storage cost, what could be the continuously compounded interest rate per annum? 5.26% 5.24% 6.68% 6.80%
Suppose that you enter into a six-month forward contract on a non-dividend-paying stock when the stock price is $30 and the risk-free interest rate (with quarterly compounding) is 12% per annum. a) What is equivalent continuously compounding rate? b) What is the forward price?