If kurtosis has a value less than 3 the distribution is called
Question
If kurtosis has a value less than 3 the distribution is called
Solution
If the kurtosis has a value less than 3, the distribution is called "platykurtic". This term is used to describe a statistical distribution with tails that are thinner and a peak that is lower and broader than the normal distribution. It indicates a lower probability for extreme outcomes compared to the normal distribution.
Similar Questions
What is kurtosis in statistics
Kurtosis is used to:Select one:a.Describe the range of a distributionb.Describe the shape of an attributionc.Measure the variance in the distributiond.Measure the central tendency of the distribution
What is the kurtosis of the following list?34,1,23,4,3,3,12,4,3,1Please enter at least three digits after the decimal
Which of these is true about the measure of Kurtosis? Choose three.Answer instructionsThe distribution is platykurtic when it is flatter than normal.The distribution is mesokurtic when it is normal.The distribution is mesokurtic when it is peaker than normal.The distribution is leptokurtic when it is normal.The distribution is leptokurtic when it is peaker than normal.The distribution is platykurtic when it is normal.
Which of the following is not a measure of dispersion? Skewness Kurtosis Range Percentile
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