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The mean, median, unique mode and range ...

The mean, median, unique mode and range of a collection of eight integers are all equal to 8 . The larges integer that can be an element of this collection is

A

11

B

12

C

13

D

14

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The mean and median of a distribution are both equal to 635.97 .Find the mode .

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Knowledge Check

  • The mean of the median , mode and range of the observations 6, 6, 14, 8, 9, 9, 8 is

    A
    ` 8 . 5`
    B
    ` 8 . 8 `
    C
    `10 . 3`
    D
    ` 10 . 5 `

  • The mean of the median, mode and range of the observations 6, 6, 9, 14, 8, 9, 9 ,8 is

    A
    `10.3`
    B
    `10.5`
    C
    `8.5`
    D
    ` 8.8`

  • The mean of the median, mode and range of the observations 6, 6, 9, 14, 8, 9, 9, 8 is

    A
    10.3
    B
    10.5
    C
    8.5
    D
    8.8

    • Similar Questions

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    The median, mode , and mean of a data is 9, if there are five integers in the data and the range of the data is 4. If the least value of the data is 7, then find the number of different observations in the data.

    Directions for questions : Select the correct answer from the given options. The median , mode, and mean of a data is 9. If there are five integers in the data and the range of the data is 4. lf the least value of the data is 7, then find the number of different observations in the data.

    In a list of 7 integers, one integer, denoted as x is unknown. The other six integers are 20, 4, 10, 4, 8 and 4. If the mean, median , and mode of these seven integers are arranged in increasing order, they form an arithmetic progression. The sum of all possible ways of x is

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