If β1=1 and β2 =4 and variance = 9, find the values of β3 and β4 and
comment upon the nature of the distribution.
β3=(4)2+(1)2\beta_3=(4)^2+(1)^2β3=(4)2+(1)2
β3=14\beta_3=14β3=14
β4=(4)2+(4)2\beta_4=(4)^2 +(4)^2β4=(4)2+(4)2
β4=32\beta_4=32β4=32
The type of distribution where β2>3\beta_2>3β2>3 is leptokurtic distribution.
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