Sample from the population
A sample from the population m=40 and σ=10 has mean M=44. If the sample mean corresponds to a z=2.00, then how many scores are in sample?
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If a random sample, each with n=36 scores, are selected from a normal population with m=80 and σ=18, how much difference, on average, should there be between a sample mean and the population mean?
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The technique of stocked quadrats is sampling technique employed to estimate the average number of elements in large area, without doing detailed counting. The area is divided into equal-sized quadrats, which are then sampled.
More recent techniques do frequently rely on p-values. Why do you think that might be? Determine the difference between a critical value and a test statistic?
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