Median

Find the median of the following data:

$41,43,127,99,61,92,71,58,57$

If $58$ is replaced by $85$, what will be the new median?

Find the median of the following observations:

$46,64,87,41,58,77,35,90,55,92,33$

If $92$ is replaced by $99$ and $41$ by $43$ in the above data, find the new median?

The weights (in $\mathrm{kg}$) of $15$ students are : $31,35,27,29,32,43,37,41,34,28,36,44,45,42,30$. Find the median. If the weight $44 \mathrm{kg}$ is replaced by $46 \mathrm{kg}$ and $27 \mathrm{kg}$ by $25 \mathrm{kg}$, find the new median.

Find the median of the following data

$25,34,31,23,22,26,35,29,20,32$

Find the median of $41, 43, 127, 99, 71, 92, 71, 58, 57$.

Find the median of the following:

$15,6,16,8,22,21,9,18,25$

Find the median of the following data

$31,38,27,28,36,25,35,40$

Find the median of the following data:

$133,73,89,108,94,104,94,85,100,120$.

Find the median of the following data

$83,37,70,29,45,63,41,70,34,54$

If the median of $10,12, x, 6,18$ is $10$, then which of the following is correct.

If the mean of $9,10,15, x, 6,8$ and $12$ is $11$. The median of the observations is

The mean of $10,15,19,30,43,69$ and $x$ is $x$. Then the median is

The mean of $p, q$ and $r$ is same as the mean of $q, 2r$ and $s$. Then which of the following is correct?

The median of $11$ unique observations is $10$. The number of possible observations in the data which are less than $10$ is

The median of the data $5, 7, 9, 10, 11$ is

The median of the data $9,12,11,10,8,9,11$ is

The following observations have been arranged in ascending order. If the median of the data is $63$, find the value of $x$:

$29,32,48,50, x, x+2,72,78,84,95$

Numbers $50,42,35,2x+10,2x-8,12,11,8,6$ are written in descending order and their median is $25$, find $x$.

Find the median of the following data

$92,35,67,85,72,81,56,51,42,69$

Find the median of the following data

$12,17,3,14,5,8,7,15$