math300
posted by Karen .
Run the simulation using n = 30 and N = 10 for a uniform, a bellshaped, and a skewed distribution.
Identify the mean of the sampling distribution of sample means for each distribution.
Evaluate if the results are what you expected for each distribution.
Run the simulation again using n = 30 and N = 1000 for a skewed distribution.
Describe the shape of the distribution of sample means.
Discuss how this applet increased your understanding of the Central Limit Theorem.
Respond to this Question
Similar Questions

Math (Statistic)
Considered the sampling distribution of a sample mean obtained by random sampling from an infinite population. This population has a distribution that is highly skewed toward the larger values. a) How is the mean of the sampling distribution … 
statistics
Run the simulation using n = 30 and N = 10 for a uniform, a bellshaped, and a skewed distribution. § Identify the mean of the sampling distribution of sample means for each distribution. § Evaluate if the results are what you expected … 
Statistics
Run the simulation using n = 3= and n=10 for a uniform, a bellshaped, and a skewed distribution. Identify the mean of the sampling distribution of sample means for each distribution 
PSY
For an IQ test, we know the population _ 5 100 and the _X 5 16. We are interested in creating the sampling distribution when N 5 64. (a) What does that sampling distribution of means show? 
Psychology
For an IQ test, we know the population _ 5 100 and the _X 5 16. We are interested in creating the sampling distribution when N 5 64. (a) What does that sampling distribution of means show? 
Statistics
Please help me with this question: For an IQ test, we know the population 5 100 and the X 5 16. We are interested in creating the sampling distribution when N 5 64. (a) What does that sampling distribution of means show? 
Statistics
For an IQ test, we know the population n=100 and the ox = 16. We are interested in creating the sampling distribution when N = 64. (a) What does that sampling distribution of means show? 
statistics
For an IQ test, we know the population mean = 100 and the standard deviation =16. We are interested in creating the sampling distribution when N = 64. (a) What does that sampling distribution of means show? 
Statistics
The following is a histogram (right skewed) of the first ten terms of a geometric distribution with p = .4. The mean of this distribution is 2.5 and the standard deviation is approximately 1.93. What's the shape of the distribution … 
math
Use the Sampling Distribution for a Mean option in StatKey to create a sampling distribution using samples of size n equals 10 from Table 1 showing the number of minutes to finish the marathon at the Olympics. Generate at least 1000 …