a)_
The equation expressing put-call parity is:
C + PV(x) = P + S
where:
C = price of the European call option
PV(x) = the present value of the strike price (x), discounted from the value on the expiration date at the risk-free rate
P = price of the European put
S = spot price or the current market value of the underlying asset
As per the given information,
C = $2.30
P=$17.40
S= $105
a. Required market price of the zero coupon bond= PV(x) = P+S -
C
= $17.40 + $105 - $2.30
= $120.10
b)
Risk free interest rate = (121/120.1)^12 -1
= 1.0937 - 1
= 0.0937 or 9.37%
Risk free interest rate = 9.37%
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