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For example, in a simple game such as the roulette, the so-called ‘’standard deviation” can actually be calculated with the help of a ‘’binomial distribution’’ formula. This formula is √npq. Here ‘’n’’ refers to the number of rounds played, ‘’p’’ is the probability of winning and ‘’q’’ stands for the probability of losing. Although it seems that the calculation is simple, have in mind that if the number of rounds increases, the expected loss may exceed many times the standard deviation. This may lead to the impossibility to make a long-term prediction. This is why this formula or theory is more wisely to be used for short-term calculations. In addition, there is also the “Volatility Index” which is used to define the standard deviation for one round and the variance‘’V’’ which is defined as the square of the volatility index.
|Country||GDP per capita 2021 (Nominal) ($)|
|?? Switzerland ??||$90,358|
|?? United States||$66,144|