If the means of two groups are same, then the underlying distributions of the two groups must also be the same.
True or False
No it is not necessary. There can be two groups that have exactly same mean but underlying distribution of both group are different. For example : consider two groups: height of a sample of males and height of sample of female.
It may possible that both groups have mean height 5' 6" but distribution of height of male is quite different from the distribution of height of female.
Hence, it is false.
If the means of two groups are same, then the underlying distributions of the two groups...
The process underlying the development of misology is the same as the process underlying the development of misanthropy. Group of answer choices True False
Consider two sample means distributions corresponding to the same x distribution. The first sample mean distribution is based on samples of size n=100 and the second is based on sample of size n=225.Which sample mean distribution has the smaller standard error? Explain. please provide two examples. thank you
The distribution of sample means has the same mean as the underlying population, but the standard deviation differs. Use a real world scenario to explain why it makes sense the variation decreases as the sample size increases.
Consider two sample means distributions corresponding to the same x distribution. The first sample mean distribution is based on samples of size n=100 and the second is based on sample of size n=225.Which sample mean distribution has the smaller standard error? Explain. What percentage of the area lies under the standard normal curve (a) to the left of the µ? (b) between µ – σ and µ + σ? (c) between µ - 3 σ and µ + 3 σ?
There is no statistically significant difference between the sample means of two groups Group of answer choices A. False Hypothesis B. Research Hypothesis C.Null Hypothesis D.True Hypothesis
12. If two groups of numbers have the same mean, then their standard deviations must also be equal. their medians must also be equal. their modes must also be equal. other measures of location need not be the same 13. The Sample Mean can never be negative. can assume any value between the highest and the lowest value in the sample. can never be zero. is always smaller than the mean of the population from which the sample was taken
Question 3 3 pts In terms of sampling distributions, minimum variance means that our estimator has the lowest variability of any other estimator. O True O False Question 7 3 pts In order to calculate the p-value of a test statistic we need to know the level of alpha for our test. True O False Question 8 3 pts For a small sample hypothesis test, we need to be able to assume the population is normally distributed. O True False
Question 1: Consider two discrete probability distributions with the same sample space and the same expected value. Are the standard deviations of the two distributions necessarily equal? Explain. (Which of the below is correct) A) Yes, because both distributions have the same sample space, they will have the same standard deviation as well. B) Yes, because both distributions have the same expected value, they will have the same standard deviation as well. C) No, the standard deviations of two different...
Statistically significant results from ANOVA tell you which groups' means differ from each other. a. true b. false
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