The price of the underlying asset is $290.48

Case: Today is April 30th, 2020, and a trader sold 100,000 European call options on the SPY ETF with an exercise price of $310, expiring on June 30, 2020. The trader was able to write these options for $3.80. Additional Information: Suppose that the SPY obeys to a GBM process under risk neutral probability, such that (1) Sx = Sex exp ((- - -)+0B4) where Sc is the SPY price at time t, r is the risk-free rate, and o is the volatility of the index. Assume that r = 0%. Implied Volatility (5 Points) Given the market price of the option, what is the implied volatility of the SPY ETF? Hint: This is a one-to-one matching problem. You have an option pricing formula, i.e. Black- Scholes Model (BSM), and a market price. You need to find the implied o* that equates the BSM price to the market price