what is the fifth order in order statistics of continuous type distribution how to find the fifth order of a distribution which order of random variables is equal to the fifth-order statistic of $x_1,dots,x_n$? what is x_1 statistics of continuous type distribution what is fifth order statistic mean how to show a fifth order statistic with an integer of m$ what is the fifth-order statistic of x_n$? which type of distribution is the fifth order statistics how to show probability for fifth order statistic which statement is true of a continuous type distribution when an integers in the order statistic is equal to the fifth-order statistic, the value of the value in m-n$ is what is the fourth-order statistic of the fourth-order continuous type? how do i figure out the fifth order statistic of $x_1dots,x_n$ what are the statistics of a continuous type distribution which statement is true for x_1,x_2,dots$? how does x_1 equals the fifth-order statistic how can i show the probability that the third-order statistic of $x_1ldots,x_m$ is equal to the fifth-order statistic? which variable is the fifth order statistic in a continuous type distribution? what is the fourth order statistic x_1, x_2, x_n$ definition