What are the prices of a call option and a put option, written on a stock as the underlying asset $($common for both call and put$)$ with the following characteristics? One piece of the option entitles the holder to buy $($call$)$ or to sell $($put$)$ one share at the Maturity of the option.Hint: The Black$-$Scholes formula gives a price of European call options. Use Put$-$Call Parity relationship to get a put price from the BS call price.Current stock price $=$$$58,$ Exercise price $=$ $$55,$ Risk$-$free rate $=2\%,$ compoundedcontinuously, and Standard deviation of the stock$=54\%$ per year. Maturity ofoptions $=6$ months $($common for bothcall and put$).($ No dividends will be paidbefore the Maturity. $)$Fill the blanks below with numerical numbers $(0-9)$ and a decimal point indicator $(.).$ If your answer is three dollars and forty$-$five cents, you should type $3\mathrm{.}45.($Don$\text{'}$t type $"$ after $5,$ which indicates the end of the sentence.$)$ Please fill two decimal places by rounding the third decimal place, if necessary, e$.$g$.,22\mathrm{.}34572->22\mathrm{.}35,3\mathrm{.}852->3\mathrm{.}85,$ and $3\mathrm{.}0024->3\mathrm{.}00.$

What is the call premium in $$?$

What is the put premium in $$?$