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According to probability theory, if ${X_1,X_2,...,X_n}$ are independent and uniform distributed random variables with min=0 and max=1, then the *kth lowest *will follow a beta
According to probability theory, if $\{X_1,X_2,...,X_n\}$ are independent and uniform distributed random variables with min=0 and max=1, then the *kth lowest *will follow a beta distribution with parameters shape1=k, shape2=n+1-k. Demonstrate this property using Monte Carlo simulation. Simulate 10,000 trials. For each trial, generate 15 uniform random variables and select the* 3rd highest
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