Exam 4: Percentiles percentile Ranks standard Scores and the Normal Distribution

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What is a standard score?

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An instructor has given his final exam and scores that are normally distributed.Nancy scores a 90 and Ronald scores a 75.The class mean on the exam was 85 and the standard deviation was 36. What is Nancy's z score?

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A percentile rank reflects a(n)_____ measure of relative standing.

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The standard deviation of a set of standard scores in a distribution is _____.

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In general,observations are meaningful only in relation to other observations.

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If your standard score on the exam is -1,you are 1 point below the mean.

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The process of standardizing scores changes the basic shape of the distribution.

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Given a normal distribution,what z score would correspond to the 95th percentile?

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What is the standard score of a raw score of 30 from a set of 20 scores where the mean is 15 and the standard deviation is 5?

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Jill took an English test and is -1 standard units below the class mean.What was her raw score on the test?

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The median corresponds to the 50th percentile.

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Standardization affects the central tendency,variability,skewness,and kurtosis of the scores.

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Jeff was told that on his GRE is scored in the 85th percentile which means____________________.

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The sum of a set of standard scores for a distribution will _____ equal 0.

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An instructor has given his final exam,and scores are approximately normally distributed.Nancy scores a 90 and Ronald scores a 75.The characteristics of the distribution are as follows: = 85, S2 = 36.What is Ronald's T score (for a mean of 50 and a standard deviation of 10)?

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Approximately what raw score in a normal distribution would correspond to a z score of 1.56 with = 75 and s2 = 4?

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A negative standard score of -1 means you____________________.

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A standard score of _____ indicates that the original score is equal to the mean.

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Most empirical data is normally distributed.

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Suppose an approximately normal distribution of doctors' salaries finds µ = $150,000 and ó = $25,000.What salary level would define the 77th percentile?

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