which of the following statements would be the best way to prove that a distribution converges when a distribution converges, what is the convergent distribution of a statistic? converges in distribution for a statistic what is the expected variance of test variable Tn convergent value in distribution how to find the convergence of a tn statistic converges distribution what is the value of the variance on tn$ how do you find the expected value and variance of $t_n$ which converges in a distribution? how do you get the distribution of expected value for a statistic that converges in what is the value of the expected value in the statistic that is converged in each level of the distribution? converges distribution example what is the convergence in distribution in clt what is the convergent distribution in the statistic? which statistic is converged in distribution when a converges distribution, what is the resulting value $t_n = expected value and variance converges in ___________.