Question
The strike price of the European call is 20, volatility is 20%, stock price is 28.57 and yearly r free =4%. T=1. In addition the
The strike price of the Europeancallis 20, volatility is 20%, stock price is 28.57 and yearly rfree=4%. T=1. In addition the following formulae are given: d1=ln[S/PV(X)]/(T1/2)+[(T1/2)/2] and d2=d1-T1/2.Calculate a value for the call.
Select one:
a.c=9.37
b.c=3.2
c.c=100
d.c=2.4
The strike price of the Europeancallis 20, volatility is 20%, stock price is 28.57 and yearly rfree=4%. T=1. In addition the following formulae are given: d1=ln[S/PV(X)]/(T1/2)+[(T1/2)/2] and d2=d1-T1/2.Calculate a value for d2.
Select one:
a.d2=1.88
b.d2=3.88
c.d2=76
d.d2=0.88
The strike price of the Europeancallis 20, volatility is 20%, stock price is 28.57 and yearly rfree=4%. T=1. In addition the following formulae are given: d1=ln[S/PV(X)]/(T1/2)+[(T1/2)/2] and d2=d1-T1/2.Calculate a value for d1.
Select one:
a.d1= 2.08
b.d1=4.08
c.d1=0.02
d.d1= 1.2
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