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Let in a series of 2n observations,half of them are equal to a and remaining half are equal to – a. Also by adding a constant b in each of these observations, the mean and standard deviation of new set become 5 and 20,respectively.Then the value of a² + b² is equal to:
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_Σ* _ (a+a+...+a)−(a+a+...+a) X= 2n
2n
2 and o 2n -(x)² = 2 2 a² + a² +...+ a² 2n -0=a²
⇒ x = a
Now, adding a constant b then y=x+b=5
⇒b=5
and oy = 0, (No change in S.D.) ⇒ a = 20 a² + b² = 425
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