A stock price is currently $100. It is known that at the end of 1 month it will be either $90 or $110. The risk-free rate of interest is 6% per annum with continuous compounding. Compute the price of a 1-month European put option with a strike price of $95 using no- arbitrage arugments. (Note: You need to construct riskless portfolio then apply no-arbitrage arguments, in particular you need to compute the "delta" of this option.)

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Market Efficiency

Market efficiency refers to the market's ability to provide investors with all available information about investment options for buying and selling securities. Market efficiency reflects the true value of securities without undervaluing or overvaluing them. When the quality and quantity of information increase, the market becomes more efficient, allowing it to reduce arbitrage and obtain higher market returns from investment. In a well-functioning market, everyone receives all information completely and immediately at no cost. It opens up a plethora of opportunities for investors to access various investment options.