Answer:
The price of the put-option on the same stock with the same strike price is $3.75.
Explanation:
To find the price of the put option on an underlying asset given the price on the call option's price for the same underlying asset with the same strike price is given, we apply put-call parity model.
Put call parity model: p = K x e^(-rT) + c - St .
in which: p: put option's price;
K: underlying asset's strike price;
r: risk-free rate;
T: time to maturity denominated in year;
c= call option's price;
St = spot price of underlying asset .
So, p = 50 x e^(-0.06 x 1/12) + 1 - 47 = $3.75 .
