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Using a normal curve table, what Z score would a person need to be in the 4% of the class on a test? Assume a normal distribution.
by dud on February 9th, 2011
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On a normal curve table, if a score was in the top 20% of the class, this persons Z score must be at least:
by dud on February 9th, 2011
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Distributions observed in nature and research commonly approximate a:
by dud on February 9th, 2011
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On a normal curve table, what percentage of scores fall between a Z score of 1.29 and a Z score of 1.49?
by dud on February 9th, 2011
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using a normal curve table, a score of 650 is posted. The mean grade is 500 w/sd of 100. what % of of the test takers scored below and abov
by dud on February 9th, 2011
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You're reading New born babies’ weights in a country follow normal distribution N(3.4, σ2) approximately (unit: kg). 3.1% new-born’s weights are less than 2kg. What’s the percentage weighting more than 4kg?