Determine the price today of the forward start option


A 6-month forward start option will, 6-months from today, provide its owner a 6-month European call on the non-dividend paying stock ∑? with strike equal to 95% of the stock price at that time. The volatility of ∑? is .3, and the continuously compounded risk free interest rate is 4%. The current price of ∑? is $80.00 per share.

(a) Determine the price of a prepaid forward for delivery of 1-share of ∑? in 6 months.

(b) The price of the forward start option is DS(1/2) for some number D, where S(1/2) is the cost per share of ∑? in 6 months. Determine the value of D assuming Black-Scholes.

(c) Determine the price today of the forward start option assuming Black-Scholes.

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Financial Management: Determine the price today of the forward start option
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