What is the 1year futures value for a stock with spot price of $200. Assume the one-year T-bill rate is 3% and dividend yield is 2%. All the rates are continuously compounded. If possible, conduct an arbitrage strategy that assumes the actual futures price in the market is $210? What is the arbitrage strategy and the profit from the arbitrage
What is the 1year futures value for a stock with spot price of $200. Assume the...
a) What should be the one-year stock futures value for a stock with spot price of $200. Assume the one-year T-bill rate is 3% and dividend yield is 2%. All the rates are continuously compounded. b) Can you conduct an arbitrage strategy If the actual futures price in the market is $210? If so, please specify the arbitrage procedure and estimate the profit of the arbitrag
4. Forward and Futures Prices A. (6 points) Suppose the stock price is $35 and the continuously compounded interest rate is 5%. What is the 6-month forward price, assuming dividends are zero? B. (6 points) If the forward price is $35.50, what is the annualized continuous dividend yield? 5. Forward and Futures Prices Suppose you are a market-maker in S&R index forward contracts. The S&R index spot price is 1100, the risk-free rate is 5%, and the dividend yield on...
Consider a futures contract on an equity index. You have the following data. The equity index has an annualized, continuously compounded dividend yield of 2.46%. The futures contract expires in 7 months. The risk-free rate of interest with continuous compounding is 2.8% per annum. The spot market value of the index is 36.4. What is the no-arbitrage futures price of this equity index futures contract?
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....
You have the following market data. Spot price of the British pound is $1.5720. The underlying asset for the British pound futures contract is 62,500 pounds. 3-month British LIBOR rate is 1.38% per year, and 3-month U.S. LIBOR rate is 0.50% per year. Both rates are continuously compounded. British pound futures contract that expires in 3 months has a futures price of $1.5713. What is the general arbitrage strategy? A. Take a long position in the futures contract, borrow pounds...
Suppose the value of the S&P 500 stock index is currently 1,000. 1-a. If the 1-year T-bill rate is 7% and the expected dividend yield on the S&P 500 is 6%, what should the 1-year maturity futures price be? Futures price $ 1-b. What if the T-bill rate is less than the dividend yield, for example, 1%? If the t-bill rate is less than the dividend yield, then the futures price should be: a.)less than the spot price b.) more...
A hypothetical futures contract on a nondividend-paying stock with a current spot price of $100 has a maturity of one year. If the T-bill rate is 5%, what should the futures price be? $95.24 $100 $105 $107
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Question 4 (10 marks) Suppose the spot price of gold is $1,500 per troy ounce today. The futures price of gold for delivery in 1 year is $1,530 per troy ounce. Assume that the one-year gold futures contract is correctly priced and there are no storage and insurance costs. Also assume that the risk-free rate is compounded annually and you can borrow and lend money at the risk-free rate. a). What is the theoretical parity price of a two-year...
Question 4 (10 marks) Suppose the spot price of gold is $1,500 per troy ounce today. The futures price of gold for delivery in 1 year is $1,530 per troy ounce. Assume that the one-year gold futures contract is correctly priced and there are no storage and insurance costs. Also assume that the risk-free rate is compounded annually and you can borrow and lend money at the risk-free rate. Part c) is not related to Parts a) – b). c)....
25. The price of a stock with no dividends, is $35 and the strike price of a 1year European call option on the stock is $30. The risk-free rate is 4% (continuously compounded). Compute the lower bound for the call option such that there are arbitrage opportunities if the price is below the lower bound and no arbitrage opportunities if it is above the lower bound? Please show your work. 26. A stock price with no dividends is $50 and...