The median of the following data is 525- Find the missing frequency- if it is given that there are 100 observation in the data- nbsp-Class interval-Frequency-Class interval-Frequency-0-100-100-200-200-300-300-400-400-500-2-5-f1-12-17-500-600-600-700-700-800-800-900-900-1000-20-f2-9-7-4-

You visited us 1 times! Enjoying our articles? Unlock Full Access!

Byju's Answer

Standard X

Mathematics

Ogive of More Than Type

The median of...

Question

The median of the following data is 525. Find the missing frequency, if it is given that there are 100 observation in the data:

Class interval Frequency Class interval Frequency

0−100
100−200
200−300
300−400
400−500 2
5
f₁
12
17 500−600
600−700
700−800
800−900
900−1000 20
f₂
9
7
4

Open in App

Solution

Given: Median = 525

We prepare the cumulative frequency table, as given below.

Now, we have

.....(1)

So,

Since median = 525 so the median class is .

Here,

We know that

Putting the value of in (1), we get

Hence, the missing frequencies are 9 and 15.

Suggest Corrections

Similar questions

Q. The median of the following data in

525

. Find the missing frequency, if it is given that there are

100

observations in the data:

Class interval	Frequency	Class interval	Frequency
0-100	$2$	500-600	$20$
100-200	$5$	600-700	$f_{2}$
200-300	$f_{1}$	700-800	$9$
300-400	$12$	800-900	$7$
400-500	$17$	900-1000	$4$

Q. The median of the following data is

525

. Find the values of

x

and

y

, if the total frequency is

100

Class interval	Frequency
$0 - 100$	$2$
$100 - 200$	$5$
$200 - 300$	$x$
$300 - 400$	$12$
$400 - 500$	$17$
$500 - 600$	$20$
$600 - 700$	$y$
$700 - 800$	$9$
$800 - 900$	$7$
$900 - 1000$	$4$

Q. Find the mean of the following data .

Class Interval	Frequency
$0 - 100$	$2$
$100 - 200$	$5$
$200 - 300$	$4$
$300 - 400$	$12$
$400 - 500$	$17$
$500 - 600$	$20$
$600 - 700$	$20$
$700 - 800$	$9$
$800 - 900$	$7$
$900 - 1000$	$4$

The median of the following data is 525. Find the missing frequency, if it is given that there are 100 observations in the data:
$\begin{matrix} Class interval & Frequency & Class interval & Frequency 0 - 100 & 2 & 500 - 600 & 20 100 - 200 & 5 & 600 - 700 & f_{2} 200 - 300 & f_{1} & 700 - 800 & 9 300 - 400 & 12 & 800 - 900 & 7 400 - 500 & 17 & 900 - 1000 & 4 \end{matrix}$

The median of the following data is 525. Find the values of x and y, if the total frequency is 100.

$\begin{matrix} C l a s s I n t e r v a l & F r e q u e n c y 0 - 100 & 2 100 - 200 & 5 200 - 300 & x 300 - 400 & 12 400 - 500 & 17 500 - 600 & 20 600 - 700 & y 700 - 800 & 9 800 - 900 & 7 900 - 1000 & 4 \end{matrix}$ [4 MARKS]

Join BYJU'S Learning Program

Given: Median = 525 We prepare the cumulative frequency table, as given below. Now, we have .....(1) So, Since median = 525 so the median class is . Here, We know that Putting the value of in (1), we get Hence, the missing frequencies are 9 and 15.

Given: Median = 525

We prepare the cumulative frequency table, as given below.

Now, we have

.....(1)

So,

Since median = 525 so the median class is .

Here,

We know that

Putting the value of in (1), we get

Hence, the missing frequencies are 9 and 15.