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Let Y1 Y2 Ya be independent exponentially distributed rando

Let Y1, Y2... Ya be independent, exponentially distributed random variables with mean beta.

Give the

1) Density function for Y(k), the kth order statistic, where k is an integer between 1 and n.2) Joint density function for Y(j) and Y(k) where j and k are integers 1 < = j < k < = n.

*j and k are suppose to be subscripted

Give the

1) Density function for Y(k), the kth order statistic, where k is an integer between 1 and n.2) Joint density function for Y(j) and Y(k) where j and k are integers 1 < = j < k < = n.

*j and k are suppose to be subscripted

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