- Be sure to name the type of sampling distribution
- Review your notes--know how to check conditions for either type of sampling distribution
- Review the warmup about "which conditions fails?"
- Quiz:
- 1 open ended: determine if a sampling distributions for means or proportions is appropriate (check conditions!)
- 2 more: determine which conditions fails
2.) Tuesday's HW = finish today's classwork!
- More Sampling Distributions! (HW. You--click me!)
- Remember...
- A question uses the sampling distribution for means ONLY if the question is focused on the MEAN of a sample!
- There is one question on here that does not require the use of a sampling distribution....
- Check conditions for #4!
- Skip conditions for any multiple choice!
- #7 is something new...here's what to do:
- Assume that sigma = 1 (or any other number) and assume we use a sampling distribution for means (because that formula is easier to work with)
- Calculate the standard deviation of the sampling distribution for means with sigma = 1 a sample size of 50.
- Now, calculate the standard deviation with sigma = 1 and n = 200.
- How did the standard deviation change?
- This is an idea called "diminishing returns" that we'll quickly discuss tomorrow.
- Want to get a head start? Tomorrow's HW is just like tonight's. Here you go:
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