Variance of the 50 number in A.P whose first term is and common difference is is ( rounded upto two decimal digits )
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Given : A.P whose first term is a and common difference is d
To find : Variance of the 50 number in A.P
Solution:
Formula for variance in case of AP is
d² (n² - 1)/12
d = common difference
n = number of terms
there is no significance
n = 50
=> Variance = d² ( 50² - 1)/12
= d² (2499)/12
if d = ±1
=> Variance = 208.25
if d = ±2
=> Variance = 833
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