You purchase a call option for $10.74 with 24 months to expiration on a stock you expect to increase in value.0.00% The strike price of the option is $42.50 The stock is currently priced at $42.50. Its standard deviation is 38.00% It pays a 0.00% dividend. The risk-free rate is 5.00% If the stock is exactly where it is today, Le. SO-ST, 12 months from now, what is the change in option value as a percent (or decimal)? Use these values as a part of your calc's: N(d1) 0.62611 N(12) 0.47671

EBK CONTEMPORARY FINANCIAL MANAGEMENT
14th Edition
ISBN:9781337514835
Author:MOYER
Publisher:MOYER
Chapter20: Financing With Derivatives
Section20.A: The Black-scholes Option Pricing Model
Problem 1P
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H4.
You purchase a call option for $10.74 with 24 months to expiration on a stock you expect
to increase in value.0.00% The strike price of the option is $42.50
The stock is currently priced at $42.50. Its standard deviation is 38.00%
It pays a 0.00% dividend. The risk-free rate is 5.00%
If the stock is exactly where it is today, i.e. SOST, 12 months from now, what is the
change in option value as a percent (or decimal)?
Use these values as a part of your calc's:
N(d1) 0.62611
N(D2) 0.47671
O-28.37%
-30.14%
-27.48%
O-25.58%
O-31.66%
Transcribed Image Text:You purchase a call option for $10.74 with 24 months to expiration on a stock you expect to increase in value.0.00% The strike price of the option is $42.50 The stock is currently priced at $42.50. Its standard deviation is 38.00% It pays a 0.00% dividend. The risk-free rate is 5.00% If the stock is exactly where it is today, i.e. SOST, 12 months from now, what is the change in option value as a percent (or decimal)? Use these values as a part of your calc's: N(d1) 0.62611 N(D2) 0.47671 O-28.37% -30.14% -27.48% O-25.58% O-31.66%
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