Question
Write a short note on ‘cumulative frequency distribution’.

Answer

Sum of the frequencies upto the value of an observation or class is called cumulative frequency (cf) and its distribution is called cumulative frequency distribution.
Two types of cumulative frequency distribution are:
1.’Less than’ type cumulative frequency distribution : The sum of the frequencies upto the specified value of the observation or specified upper boundary point of a class is called ‘less than’ type cumulative frequency of that specified value or class and the distribution is called ‘less than’ type cumulative frequency distribution. Here, cumulative frequencies are in ascending order.
2.‘More than’ type cumulative frequency distribution : The sum of all the frequencies of the specified value of the observation or the lower boundary point of the specified class and the values or classes succeeding to it. is called ‘more than’ type cumulative frequency and its distribution is called ‘more than’ type cumulative frequency distribution. Here, cumulative frequencies are in descending order.

Need a full question paper?

Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.

Start Generating Free

Similar questions


Area (in sq. mt.) of $5$ different regions is as under. Draw a pie diagram :
Region $A$ $B$ $C$ $D$ $E$
Area $5$ $8$ $29$ $44$ $71$
The frequency distribution of daily demand of rooms at an international hotel during $90$ days is as under. Obtains ‘ less than ‘ type and ‘ more than type ‘ cumulative frequency distribution from it.
Demand of rooms $1 - 50$ $51 – 100$ $101 – 150$ $151 – 200$ $201 – 250$ Total
Number of rooms $10$ $20$ $30$ $18$ $12$ $90$
The first term of a $G.P.$ is $6$ and its common ratio is $\frac{1}{2}$. If its nth term is $\frac{3}{512}$, find $n$.
The first term of a $G.P.$ is $1$ . If its $6th$ term is $-3125$, find its common ratio and $T_{4}$.
The mean of $15$ observations is $8.6$ and its $S.d.$ is $3$. If $2.4$ is added to each observation, then find the new values of mean and $S.d.$
Obtain the expansion of following binomial expressions: $\left(\frac{a}{2}-\frac{b}{3}\right)^{5}$
A population has $300$ units. From this population a systematic sample of $10$ units is to be drawn. If the random number selected in the sampling interval is $18$, prepare the list of units of systematic sample.
Find the product of the first three terms of a $G.P.$ whose second term is $5.$
A question paper contains $7$ questions. In how many ways any five questions can be selected to answer? In how many ways $5$ questions can be selected in such a way that there are at least $2$ questions from the first three questions?
State the characteristics of a positively skewed frequency distribution.