Intel Corp has a share price of $31.63 and a yearly dividend of $1.50 per year. An option with a strike price of $27 has a call price of $6.10, and a put price of $2.65. It has a 1 yr expiry period. Assuming no interest, what is the predicted share price according to the put-call parity relationship?
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Explanation:
predicted share price acc to put call parity is $31.95
Explanation:
given data
share price = $31.63
yearly dividend = $1.50 per year
strike price = $27
call price = $6.10
put price = $2.65
expiry period = 1 year
solution
Put Call Parity is price relationship between put option, call option and underlying stock
so we apply here basic put call parity formula that is
Po + So = Co +( D + X × e^{-rt}e
−rt
...................1
here Po is put option and Co is call option and X is strike price and So stock price and t is time and r is risk free rate and D is dividend and it is 0 here
so Stock price will be
So + Po = Co + D + X
So + 2.65 =2.65=6.10 + 1.5 +1.5+27
So = $31.95
so here predicted share price acc to put call parity is $31.95
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