The current spot price of a stock is $89.00, the expected rate of return is 9.8%, and the volatility of the stock is 18%. The risk-free rate is 3.3%. Assume the log-normal model. (a) Calculate the Delta Aç and Vega v. of a European call with strike $94.00 expiring in 14 months. Enter your solution for A, to three decimal places. Enter your solution for vc as a dollar value to two decimal places. A. = V. = (b) Calculate the Delta A, and Vega v, of a European straddle with strike $94.00 expiring in 14 months. Enter your solution for A, to three decimal places. Enter your solution for v, as a dollar value to two decimal places. A, = V, =

Essentials Of Investments
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ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
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The current spot price of a stock is $89.00, the expected rate of return is 9.8%, and the volatility of the stock is 18%. The risk-free rate is 3.3%. Assume the log-normal
model.
(a) Calculate the Delta A. and Vega v. of a European call with strike $94.00 expiring in 14 months.
Enter your solution for A, to three decimal places. Enter your solution for v. as a dollar value to two decimal places.
Ac =
Vc
=
(b) Calculate the Delta A, and Vega v, of a European straddle with strike $94.00 expiring in 14 months.
Enter your solution for As to three decimal places. Enter your solution for v, as a dollar value to two decimal places.
As
=
Transcribed Image Text:The current spot price of a stock is $89.00, the expected rate of return is 9.8%, and the volatility of the stock is 18%. The risk-free rate is 3.3%. Assume the log-normal model. (a) Calculate the Delta A. and Vega v. of a European call with strike $94.00 expiring in 14 months. Enter your solution for A, to three decimal places. Enter your solution for v. as a dollar value to two decimal places. Ac = Vc = (b) Calculate the Delta A, and Vega v, of a European straddle with strike $94.00 expiring in 14 months. Enter your solution for As to three decimal places. Enter your solution for v, as a dollar value to two decimal places. As =
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