Forward price in one year = Spot Rate(1+Interest rate)
= 980(1.06)
= $1038.80
b.Arbitrage profit = $1080 - 1038.80
= $41.2
i.e. $41
a. If the spot price of gold is $980 per troy ounce, the risk-free interest rate...
A) The spot price of the British pound is currently $2.00. If the risk-free interest rate on 1-year Government bonds is 4% in the United States and 6% in the United Kingdom, what must be the forward price of the pound for delivery 1 year from now? B) Assume that the spot price of gold is $1,500 per troy ounce, the risk-free interest rate is 2%, and storage and insurance costs are zero. 1) What should be the forward price...
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)....
The current spot price of gold is $1200 per ounce. The riskless interest rate is 1% per month. For simplicity, assume there are no storage/security costs of gold. a) If you need to buy the gold in 8 months’ time, which position (long or short) will you take in the futures market to hedge the price risk of the gold? b) What is the arbitrage-free futures price for the delivery of gold in 8 months’ time? c) If you see...
] 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...
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