The spot price of the market index is $900. A 3-month forward contract on this index is priced at $930. The annual rate of interest on treasuries is 2.4% (0.2% per month). What annualized rate of interest makes the net payoff zero? (Assume monthly compounding.)
A) 4.8%
B) 8.5%
C) 11.2%
D) 13.2%
Answer: D
Spot Price = $900
3-month forward contract on this index is priced at $930.
Let i be the annualized rate of interest that makes net payoff zero
900*(1+i/12)^3 = 930 (Assuming monthly compounding)
or, (1+i/12)^3 = 930/900
or, (1+i/12) = 1.01098
or, i/12 = 0.01098
or i =12*(0.01098) = 0.13176 = 13.176 % = 13.2 %
The spot price of the market index is $900. A 3-month forward contract on this index...
the spot price of the market index is $900. After 3 months the market index is priced at $920. The annual rate of interest on treasuries is 2.4% (0.2% per month). the premium on the long put, with an exercise price of $930, is $8.00. At what index price does a long put investor have the same payoff as a short index investor? Assume the short position has a breakeven price of $930.
The spot price of the market index is $900. After 3 months the market index is priced at $920. The annual rate of interest on treasuries is 4.8% (0.4% per month). The premium on the long put, with an exercise price of $930, is $8.00. Draw the profit graph for the long put position at expiration. Include strike price, breakeven price, and max loss. (3 points) 18.
please show work!
35. The spot price of the market index is $900. After 3 months the market index is priced at $920. The annual rate of interest on treasuries is 4.8% (0.4% per month). The premium on the long put, with an exercise price of $930, is $8.00. Calculate the profit or loss to the short put position if the final index price is $915. A) $15.00 gain anlwollators to dallwoma siis yninis salos bow ozovni strani nodw. B)...
Refers to the information below: S&R index level today (t=0) 900 Forward price (T=3 months) 918 Annualized 3-month interest rate 8% p.a. Call option Premium (Strike = 900) 62.57 Put option Premium (Strike = 900) 44.92 Dividend Yield 0% S&R index level 3 months later 930 (i) What is your profit 3 months later if you have taken a long position on the stock at t=0? (ii) What is your profit 3 months later if you have taken a short...
Consider a 9-month forward contract established at a rate of $28. The contract is 3 months into its life. The spot price is $30, the annual risk-free rate is 4%, and the underlying makes no cash payments. At month 3, determine: a) the amount at risk of a credit loss: b) Which party bears the credit, long or short?
Suppose you are a market-maker in the LuSE Index forward contracts. The LUSE Index spot price is K550 and the annual risk free rate is 5%. i.Calculate the forward price for delivery in 9 months. (3 Marks) ii.If the actual forward price is K561, how can you take advantage on this situation? (4 Marks) iii.What are the problems that you will face in taking advantage of the situation? (3 Marks)
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?
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%
5. (a) Explain the differences between a forward contract and an option. [2] (b) An investor has taken a short position in a forward contract. If Sy is the price of the underlying stock at maturity and K is the strike, what is the payoff for the investor? Does the investor expect the underlying stock price to increase or decrease? Explain your answer. (2) (c) (i) An investor has just taken a short position in a 6-month forward contract on...
Our forward investment manager hedges a portfolio of German Government bonds with a 3-month contract. The current spot rate is Euros .94/USS and the 90-day forward rate is Euros 91/USS. At the end of the 3 month period, the German Govenment bonds have risen in value by 3.00% (in Euro terms) and the spot rate is now Euros 8SUSS. A.) If the Bonds earn interest at the annual rate of 4.00%, paid quarterly, what is the nvestment manager's total USS...