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Page < 2 of 3 PART 2 3. Once at least 15 people have shared their data: a) SAMPLES of size 5: List all
Page < 2 of 3 PART 2 3. Once at least 15 people have shared their data: a) SAMPLES of size 5: List all the means of size 5 samples, including your own b) SAMPLES of size 20: List all the means of size 20 samples, including your own --------- 4. Plot the Means on the number line, SIZE 5 samples: (you can use the one here, or make a different one) + (place 50.5, the population mean, in the middle) Note: you can take a photo of your number lines and paste that photo into the doc if you'd like. Page < 3 of 3 ZOOM 8. How do the dotplots support the statement that the sample mean will tend to be closer to the actual value of the population mean for a random sample of size 20 than for a random sample of size 5? + 9. Reflect: Keeping in mind that you're finding the mean of the data you get, why is a sample of 20 any better than a sample of 5? That is, WHY are the size 20 sample means closer to the actual population average when compared to the size 5 means? Turn in this sheet on Canvas.
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