Posted by **Karen** on Sunday, February 6, 2011 at 6:12pm.

Run the simulation using n = 30 and N = 10 for a uniform, a bell-shaped, 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.

## Answer This Question

## Related Questions

- statistics - Run the simulation using n = 30 and N = 10 for a uniform, a bell-...
- Statistics - Run the simulation using n = 3= and n=10 for a uniform, a bell-...
- Math (Statistic) - Considered the sampling distribution of a sample mean ...
- Statistics - The following is a histogram (right skewed) of the first ten terms ...
- Statistics - For an IQ test, we know the population n=100 and the ox = 16. We ...
- Psychology - For an IQ test, we know the population _ 5 100 and the _X 5 16. We...
- PSY - For an IQ test, we know the population _ 5 100 and the _X 5 16. We are ...
- Statistics - Please help me with this question: For an IQ test, we know the ...
- statistics - For an IQ test, we know the population mean = 100 and the standard ...
- math - Use the Sampling Distribution for a Mean option in StatKey to create a ...

More Related Questions