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Meta-Study

Meta-Study. Representation of the Sampling Distribution of Y̅. The Sampling Distribution of . Example: Sampling Distribution. In a certain population of fish, the lengths of individual fish follow a normal distribution with mean 54 mm and standard deviation 4.5 mm

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Meta-Study

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  1. Meta-Study

  2. Representation of the Sampling Distribution of Y̅

  3. The Sampling Distribution of

  4. Example: Sampling Distribution In a certain population of fish, the lengths of individual fish follow a normal distribution with mean 54 mm and standard deviation 4.5 mm a) What is the probability that a random chosen fish is between 51 and 60 mm long? b) Suppose we sample 4 fish, what is the probability that the mean length of the four fish is between 51 and 60 mm long?

  5. Example 5.2.3: Sampling Distribution/Population Size This shows the sampling distribution for the samples of various sizes from a princess bean population (Example 5.2.2). Here the population mean is μ = 500 mg. (b)

  6. Example: CLT

  7. Example: Normal Approximation to the Binomial Distribution

  8. Example: Continuity Correction This tableshows the distribution of litter size for a population of female mice with population mean 7.8 and SD 2.3.

  9. Example: Continuity Correction(cont) Table 4.1 shows the distribution of litter size for a population of female mice with population mean 7.8 and SD 2.3.

  10. Histograms of Binomial Distributions

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