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A data has 25 observations arranged in a...

A data has 25 observations arranged in a descending order. Which observation represents the median?

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Explore conceptually related problems

A data has 19 observation arranged in ascending order. Which observation reprsent the median.

If 9 observations are arranged in descending order which observation will be the medain?

Knowledge Check

  • 15 observations are arranged in ascending order. 9th observations is increased by 2. Then the new median will.

    A
    increases by 2
    B
    Deacreases by 2
    C
    no change
    D
    Becomes two times

  • Out of total 20 observations arranged in ascending order. 9th, 10th & 11th observations are 36.40 and 44 then medain is:

    A
    36
    B
    42
    C
    40
    D
    44

  • Out of a total of 20 observations arranged is ascending order 10^(th) and 11^(th) observation are 40 and 44. What is the median?

    A
    40
    B
    42
    C
    44
    D
    45

    • Similar Questions

    Explore conceptually related problems

    Let the observations be arranged in increasing order. Which one of the following measures will not be affected when the smallest and the largest observations are removed?

    If 16 observations are arranged in ascending order , then the median is (8th " observation" + 9th"observation")/(2) . (True /False) .

    Which of the following is/are arranged in descending order ?

    Median of a distribution is the value of the variable which divides it into equal parts . In case of individual observations x_1,x_2 .. x_n , if the number of observations is odd, then median is the value of ((n+1)/2) th observation when the observations have been arranged in ascending or descending order of magnitude. In case of even number of observations median is the A.M. of the values of (n/2) th and (n/2+1) th observations, arranged in ascending or descending order of magnitude . The mode of distribution is that value of the variable for which the frequency is maximum . Median of the distribution 8,5,7,9,13,11,20,23 , 25 ,28 , 27 is

    Median of a distribution is the value of the variable which divides it into equal parts . In case of individual observations x_1,x_2 .. x_n , if the number of observations is odd, then median is the value of ((n+1)/2) th observation when the observations have been arranged in ascending or descending order of magnitude. In case of even number of observations median is the A.M. of the values of (n/2) th and (n/2+1) th observations, arranged in ascending or descending order of magnitude . The mode of distribution is that value of the variable for which the frequency is maximum . Median of the distribution 25,20,11,3,12,18,17 ,9,21,22 is

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