Answer:
According to put-call parity, the anticipated share price is $31.95.
Explanation:
Given values:
share price = $31.63
yearly dividend = $1.50 per year
strike price = $27
call price = $6.10
put price = $2.65
expiry duration = 1 year
Solution:
Put-Call Parity expresses the price relationship between a put option, a call option, and the underlying stock.
We will apply the fundamental put-call parity formula, which states:
Po + So = Co + (D + X ×
...................1
In this equation, Po is the put option, Co is the call option, X is the strike price, So is the stock price, and D represents dividend, which is 0 in this case.
This means the stock price can be calculated as:
So + Po = Co + D + X
So + $2.65 = $6.10 + $1.5 + $27
So = $31.95
Thus, the predicted share price in accordance with the put-call parity is $31.95.