When we want to test a claim about two population means, most of the time we do not know the population standard deviations, and we assume they are not equal. When this is the case, which of the following is/are not true? The samples are dependent  The two populations have to have uniform distributions Both samples are simple random samples Either the two sample sizes are large or both samples come from populations having normal distributions or both of these conditions satisfied.

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When we want to test a claim about two population means, most of the time we do not know the population standard deviations, and we assume they are not equal. When this is the case, which of the following is/are not true?

The samples are dependent 

The two populations have to have uniform distributions

Both samples are simple random samples

Either the two sample sizes are large or both samples come from populations having normal distributions or both of these conditions satisfied.

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