Exam 6: Accommodating Student Variability

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The hypothesis that the population mean is the same as the sample mean is called the:

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The probability of dealing a spade or a heart from a fair deck of cards is:

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Characteristics of a population are referred to as ____ whereas characteristics of a simple sample are referred to as ____.

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In the normal distribution, the percentage of scores than fall within two standard deviations of the mean is approximately:

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The sample standard deviation is symbolized by ____.

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An analysis of variance is the appropriate test when there are ____ conditions in an experiment.

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The probability of obtaining two heads and one tail (in any order) in three tosses of a coin is:

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Suppose that height is a normally distributed variable with mean of 66 inches and a standard deviation of 3 inches. You are 72 inches tall. How many standard deviations are you above the mean?

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What is the sampling distribution of the mean? What is its purpose in inferential statistics? How does sample size affect the properties of this distribution?

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Refer to Scenario 6-1. What is the probability that the student is either a psychology major or sociology major?

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To compare the means of two randomly assigned groups of individuals, the appropriate test is:

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Refer to Scenario 6-1. What is the probability that the student is a psychology major?

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If lines are drawn from the points of inflection of the normal curve perpendicular to the x-axis, the x-axis would be divided into segments equal to:

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Describe and draw the characteristics of the normal distribution.

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The probability of obtaining three consecutive heads on three tosses of a coin is:

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You read that the results of a t-test was t(12) = 3.98, p >.01. What does this mean?

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We describe characteristics of a sample by using italicized ____ letters and characteristics of a population by using ____ letters.

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If an experimental report states that results are significant p<.05, this means that if the experiment was repeated you would expect:

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What term refers to the number of scores that are free to vary?

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If you hypothesized that the experimental group would perform better that the control group, the statistical test is:

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