Identify the correct statement about the Central Limit Theorem. a) The sample distribution of any mean becomes Normal as the sample size increases,...
Identify the correct statement about the Central Limit Theorem.
a) The sample distribution of any mean becomes Normal as the sample size increases, regardless of the form of the population distribution.
b) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is Normal.
c) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is symmetric.
d) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is bimodal.
a) The sample distribution of any mean becomes Normal as the sample size increases, regardless of the form of the population distribution.
b) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is Normal.
c) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is symmetric.
d) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is bimodal.
a) The sample distribution of any mean becomes Normal as the sample size increases, regardless of the form of the population distribution.
b) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is Normal.
c) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is symmetric.
d) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is bimodal.
a) The sample distribution of any mean becomes Normal as the sample size increases, regardless of the form of the population distribution.
b) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is Normal.
c) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is symmetric.
d) The sample distribution of any mean becomes Normal as the sample size increases, but only if the population distribution is bimodal.
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Ed 
A alternativa correta é a letra A) A distribuição amostral de qualquer média torna-se Normal à medida que o tamanho da amostra aumenta, independentemente da forma da distribuição da população. Isso é o que o Teorema do Limite Central afirma.
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