For a leptokurtic frequency curve, the measure of kurtosis is
-3
Less than 1
0
Greater than 3
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Answer:
Greater than 3.
Explanation:
Distributions with kurtosis greater than 3 are said to be leptokurtic. An example of a leptokurtic distribution is the Laplace distribution, which has tails that asymptotically approach zero more slowly than a Gaussian, and therefore produces more outliers than the normal distribution.
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