JEE MATHEMATICS MCQ: STATISTICS

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Median is based on the

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Correct option: D

middle

50 \%

of items

Option D (middle 50% of items) is correct because the median represents the central value, dividing the data set into two equal halves, effectively encompassing the middle 50%.

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If the mean of a set of observations

{x_1},{x_2}, \ldots ,{x_n}

\bar X,

then the mean of the observations

{x_i} + 2\;i;i = 1,\;2, \ldots ,n

is The sum of 10 items is 12 and sum of their squares is 18 , then standard deviation will be In a family, there are 8 men, 7 women and 5 children whose mean ages separately are respectively 24,20 and 6 years. The mean age of the family is The mean and variance of seven observations are 8 and 16, respectively. If 5 of the observations are 2, 4, 10, 12, 14, then the product of the remaining two observations is

1,3,5, x, y

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-2,

the s.d. of the new set of observations will be