A non interest-bearing asset has a spot price of USD 100. It costs 1% per annum (on a simple rate basis) to store the asset. Simple interest rates are 5% per annum. What is the fair one-year forward price?
fair one-year forward price = spot price*e(r+q)*T
r = interest rate; q = storage cost; T = time period
fair one-year forward price = $100*e(0.05+0.01)*1 = $100*e0.06 = $100*1.0618 = $106.18
A non interest-bearing asset has a spot price of USD 100. It costs 1% per annum (on a simple rate basis) to store the as...
Spot rate is AUD/USD 0.7654-0.7659. US interest rate is 7.73% per annum and Australian interest rate is 8.64% per annum. Estimate the three-month forward buy rate. Answer: 0.7637 How to work it out please?
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Calculate the forward price of an investment asset which has a spot price of USD80.00 and six-month (exactly 0.5 year) interest rates are 5% on a continuously compounded basis and the six-month storage costs for the asset amount to 1% on an annualized basis. The asset pays continuous income at the rate of 2% on an annualized basis.
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The spot price per share is $115 and the risk free rate is 5% per annum on a continuously compounded basis. The annual volatility is 20% and the stock does not pay any dividend. All options have a one-year maturity. In answering the questions below use a binomial tree with three steps. Each step should be one-third of a year. 1)Using the binomial tree, compute the price at time 0 of a one-year European put option on 100 shares of...
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The spot price per share is $115 and the risk free rate is 5% per annum on a continuously compounded basis. The annual volatility is 20% and the stock does not pay any dividend. All options have a one-year maturity. In answering the questions below use a binomial tree with three steps. Each step should be one-third of a year. Show your work. Compute u, d, as well as p for the standard binomial model.
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