Progress 0 / 50 attempted
1.
The arithmetic mean of \(2,4,6\) is
(Basic)
2.
If each observation of a data set is increased by 5, the mean will
(Basic)
3.
The mean of first 10 natural numbers is
(Basic)
4.
The class mark of class interval \(10–20\) is
(Basic)
5.
The mean of \(3,3,3,3\) is
(Basic)
6.
Median of \(1,3,5,7,9\) is
(Basic)
7.
Mode of \(2,4,4,6,8\) is
(Basic)
8.
Mean deviation is always
(Basic)
9.
For ungrouped data, variance is
(Basic)
10.
Standard deviation is
(Basic)
11.
If variance is \(16\), standard deviation equals
(Moderate)
12.
If all observations are multiplied by 3, variance becomes
(Moderate)
13.
Combined mean formula is
(Moderate)
14.
Median class is the class containing
(Moderate)
15.
The modal class is the class with
(Moderate)
16.
Mean deviation about mean is minimum for
(Moderate)
17.
Range of data \(5,10,15\) is
(Moderate)
18.
If mean is \(20\) and deviations sum to zero, then
(Moderate)
19.
Step deviation method simplifies calculation by using
(Moderate)
20.
For grouped data, mean is calculated using
(Moderate)
21.
If standard deviation is zero, data are
(Moderate)
22.
Coefficient of variation \(=\)
(Moderate)
23.
Smaller C.V. indicates
(Moderate)
24.
Mean of \(x,x,x\) is
(Moderate)
25.
Variance has unit
(Moderate)
26.
If mean is \(10\) and variance \(4\), standard deviation is
(Hard)
27.
The median of even number of observations is
(Hard)
28.
If every observation is divided by 2, standard deviation becomes
(Hard)
29.
Mean deviation is based on
(Hard)
30.
Dispersion measures
(Hard)
31.
The most stable series has
(Hard)
32.
If variance is \(25\), coefficient of variation for mean \(20\) is
(Hard)
33.
The sum of deviations from mean is always
(Hard)
34.
Which is least affected by extreme values?
(Hard)
35.
Mean deviation about median is minimum because
(Hard)
36.
If \(x\) is replaced by \(x+3\), variance
(Hard)
37.
Standard deviation of \(a,a,a\) is
(Hard)
38.
Combined mean depends on
(Hard)
39.
Median for grouped data uses
(Hard)
40.
Mode formula uses
(Hard)
41.
If data is symmetric, mean = median = mode
(Very Hard)
42.
Standard deviation is a measure of
(Very Hard)
43.
Mean deviation is less than standard deviation because
(Very Hard)
44.
If CV of A < CV of B, then
(Very Hard)
45.
Variance of first \(n\) natural numbers increases as
(Very Hard)
46.
Mean of deviations from any point is zero only when point is
(Very Hard)
47.
Mean deviation about mean is
(Very Hard)
48.
Which is most sensitive to extreme values?
(Very Hard)
49.
Dispersion is zero when
(Very Hard)
50.
Statistics mainly deals with
(Very Hard)

Frequently Asked Questions

Statistics is the science of collecting, organizing, presenting, analyzing, and interpreting numerical data.

Raw data is ungrouped data collected directly from observations without classification.

Frequency is the number of times a particular observation occurs.

Data arranged in class intervals with corresponding frequencies is called grouped data.

A class interval is the range between lower and upper class limits.

Class mark is the midpoint of a class: \(x=\frac{l+u}{2}\).

\(\bar{x}=\frac{\sum f_ix_i}{\sum f_i}\).

A shortcut method using an assumed mean \(a\): \(\bar{x}=a+\frac{\sum f_id_i}{\sum f_i}\).

A refined method using \(u_i=\frac{x_i-a}{h}\): \(\bar{x}=a+h\frac{\sum f_iu_i}{\sum f_i}\).

\(h\) is the common class width.

Mean is the arithmetic average of observations.

Median \(=l+\frac{\left(\frac{N}{2}-cf\right)}{f}\times h\).

\(l\) is the lower boundary of the median class.

It is the running total of frequencies.

Median is the middle value when data is arranged in order.

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