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If the S.D. of $y_{1}, y_{2}, y_{3}, \dots, y_{n}$ is 6, then the variance of $y_{1} - 3, y_{2} - 3, y_{3} - 3 \dots, y_{n} - 3$ , is

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Correct option is B

As S.D. is independent of change of origin.Therefore S.D. of y1−3,y2−3,…,yn−3 is also 6.So, their variance is 36.

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If the S.D. of y1,y2,y3,…,yn is 6, then the variance of y1−3,y2−3,y3−3…,yn−3, is

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If the S.D. of $y_{1}, y_{2}, y_{3}, \dots, y_{n}$ is 6, then the variance of $y_{1} - 3, y_{2} - 3, y_{3} - 3 \dots, y_{n} - 3$ , is