Question: The Central Limit Theorem is important in statistics because if the sample size increases, the sampling distribution must approach a normal distribution Generally a sample

 The Central Limit Theorem is important in statistics because if the

The Central Limit Theorem is important in statistics because if the sample size increases, the sampling distribution must approach a normal distribution Generally a sample size more than 3 is considered as small enough. Our the sample site decreases, the sampling distribution must approach a normal distribution. Generally a sample size more than 20 is considered as targe enough a of the sample size decreases the sampling distribution must approach a normal distribution Generally a sample size more than 3 is considered as small enough o if the sample size increases, the sampling distribution must approach a normal distribution. Generally a sample size more than 30 is considered as large enough

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