Median

In ascending order, the correct sequence of mean, mode and median for $3,7,9,11,5,2,11,7,4,6,7,5,3,11,3,7$ is—

Find the median:

Find the median :

Note: Accounts were given only to persons having age $18 \mathrm{years}$ onwards but less than $60 \mathrm{years}$.

Find the median, using the empirical relation between mean, median, and mode:

Calculate the median:

If mean age for a village with $200$ persons is $28.75$ and the modal age is $40.00$, find the median age :

Find the median of the following given data;

$40,43,41,43,42,40,45,43,40,42,41,44,45$

If we have $mean=3.5, Mode=6.7,$ then find the median of this distribution.

Calculate the median value of the given data:

$\begin{array}{ccccc}Marks Obtained& Below 15& Below 25& Below 35& Below 45\\ No. of students & 3& 5& 6& 10\end{array}$

Find the median wages of each day from the given frequency distribution:

$\begin{array}{ccccc}Daily wages (in Rs.)& 60-70& 70-80& 80-90& 90-100\\ No. of labourers& 3& 6& 5& 10\end{array}$

Find the median of the following data:

$200,201,205,203,200,201,205,204,202,203,200,202,201,200,205,201,203,206,202$

Find out the median of the following given data:

$21,25,23,21,25,22,23,24,23,23,21,24,25,24,21,22$

Find the median of the following data:

$11,13,14,11,13,12,13,14,15,14,11,13,14,13,11,12,15,13$

Find the median of the following data.

$50,51,50,52,50,53,54,54,55,54,54,55,54$

Find the median of the following data.

$60,62,61,60,63,64,63,64,65,60,63$

Find the Median of the following series

$-6,-2,-7,-3,3,7,-10,-12,12$ and $14$.

Rahul scored runs in $5$ matches such that the mean and median of the runs is $60$. Also the only mode of runs us $85$ runs. He scored $50$ runs in his second match. Find the difference between his highest score and lowest score?

Calculate the median date in the format

Day $:$ Month $:$ Year of year $2021$.

If the ratio of the mean and median is $4:5$, Calculate the ratio of mode and Median.

The number of students of difference class are arranged in ascending order given below with median as $40$. Find the value of $\left(K\right)$?

$7,8,10,12,K+3, K+6,42,47,53,63$