Statistics: Uses, Functions and Limitations of the Statistics
Definition of Statistics
A.L. Bowley has defined "Statistics as the science of counting". Again he defined "Statistics as the science of averages". There are the narrow definitions because they cover only one aspect of Statistics. The first definition is limited only in counting. No doubt, counting is used in the collection of data. But counting alone is not statistics. The second definition includes only the averages which are related to the measures of central tendency. But there are other measures such as dispersion, skewness, correlation etc. which are not less important. So, the second definition is also not complete.
Importance
of Statistics
In ancient times, statistics was considered only as a science which was used for collecting information about population, military strength, and wealth for framing administrative and fiscal policies. But in modern times, statistical methods are used in every sphere of life. Here we discuss the uses of statistics in planning, economics and business.
Statistics in Planning
Modern age can be considered as the age of planning. No work without well planning can be successful. So, most of the organizations are resorting to plan for efficient work and for formulating policy decisions. The success of the planning depends upon the correct and sound analysis of statistical data. For example: the water supply corporation will unable to face the problem relating to the supply of water in Kathmandu valley unless the population of Kathmandu, the quantity of water required per day, the quantity of water to be supplied and by which source additional quantity of water can be supplied if necessary, is known. These are the necessary information to be collected by Water Supply Corporation. This problem can be solved through the powerful statistical tools by making use of statistical data.
Statistics in Economics
There is a close relationship between Statistics and Economics. Statistical data and statistical methods have great importance in the proper understanding of the economic problems and the formulation of economic policy. Economic problems almost always involve facts that can be expressed numerically such as production, consumption, distribution of incomes, wages, expenditures, unemployment etc. The study of economic problems requires the use of statistical methods.
In the field of consumption, statistics helps to know how the people of different classes of society spend their incomes. This will enable us to have the idea about their purchasing capacity and their standard of living.
Study of production statistics tries to make a balance between supply and demand. With the proper statistical data, statistics of production helps in adjusting the supply according to the demand.
In the field of exchange, we study market prices based on demand and supply, cost of production etc. Effect in the price of commodity due to increase or decrease in supply, costs with the monopolist want to take for maximum profit etc. are the questions that can be answered with the help of statistics. Thus, exchange statistics helps in the commercial development of a nation.
Statistics have a greater importance in reducing the disparities in the distribution of incomes and wealth. The problem relating to the rising prices, rising unemployment, poverty etc. can be solved with the help of statistics.
Besides the economic policy, statistics has made a lot of development in economic theory. Economic laws such as Malthus's theory of population, Engel's law of family expenditure etc. were propounded after statistical tests. The importance of statistics in the study of economic problems has resulted a new branch known as "Econometrics."
Statistics in Busines
For smooth functioning, the need of statistical information depends upon the size of the business. When the size of the business is very small, only a single person can directly engage in all the areas of business activities. He can contact the customers personally and has almost all information about the business. No technique for the supply of information is necessary. When the size of the business increases, a single person cannot contact the customers personally and look after all the business activities. He cannot get the information relating to business in the same manner as in case of small size business. Unless a very careful study of the market is made, it is difficult to have success in business. Statistics helps in formulating policies regarding the business with valid forecasts about the future with the help of tendencies based on past records.
Functions of Statistics
Important functions of statistics are given below:
1.
Statistics
simplifies complexity: Statistic
consists of aggregate of numerical facts. Huge facts and figures are difficult
to remember. The complex mass of figures can be made simple and understandable
with the help of statistical methods. Statistical techniques such as averages,
dispersion, graph, diagram etc. make huge mass of figures easily
understandable. So, the function of statistics is to reduce the complexity of
the huge mass of figures to a simpler form.
2.
Statistics
presents fact in a definite form: One of the important functions of statistics is to present
the general statements in a precise and definite form. The conclusion stated
numerically is definite and hence more convincing than the conclusions stated
qualitatively. This fact can readily be understood by the following example:
"The population of Nepal is 1981 has been increased than in 1971".
There will be no clear idea about this statement. Everybody wants to know to
what extent the population of Nepal has increased. But the statement that
"the population of Nepal has increased from 11555983 in 1971 to 15022839
in 1981" is a definite form.
3.
Statistics
facilities comparison: The
science of statistics does not mean only counting but also comparison. Unless
the figures are compared with other figures with the same kind, they are
meaningless. Statistical methods such as averages, ratios, percentages, rates,
coefficients etc. offer the best way of comparison between two phenomena which
will enable to draw valid conclusion. So, statistics helps in the comparison of
two phenomena. For example: The statement that "the per capita income of
Nepal is $160" is not so clear unless it is compared with the per capita
income of any other country.
4.
To
help in formulation of policies: Statistics helps in formulating the policies in different
fields mainly in economics, business etc. The government policies are also
framed on the basis of statistics. In fact, without statistics, suitable
policies cannot be framed. For example: The quantity of food grains to be
imported in a particular year depends upon the expected internal production and
the expected consumption. That is if the expected wheat production in the
particular year be 701 thousands metric tons and that of consumption 710
thousand metric tons so we must import 9 thousand metric tons of food grains.
5.
Statistics
helps in forecasting: While preparing
suitable policies and plans, it is necessary to have the knowledge of future
tendency. This is mostly in case of industry, commerce and so on. Statistical
methods provide helpful means in forecasting the future by studying and
analyzing the tendencies based on passed records. For example: Suppose a
businessman wants to know the expected sales of T.V. for the next year, the
better method for him would be to analyze the sales data of the past years for
the estimation of the sales volume for the next year.
6.
Statistics
helps in formulating and testing hypothesis: Statistical methods are helpful not only in estimating the
present forecasting the future but also helpful in formulating and testing the
hypothesis for the development of new theories. Hypothesis like 'whether a
particular fertilizer is effective for the production of a particular
commodity' 'whether a dice is biased or not' can be tested with the help of
statistical tools.
Limitations
of Statistics
Besides the importance of statistics in every field of life, it
has some limitations. The following are the main limitations of statistics are:
1.
Statistics
does not deal with individuals: A part of the definition of statistics is that it must be
the aggregates of facts. That is, it deals only with the mass phenomena. A
single item or the isolated figure cannot be regarded as statistics. This is a
serious limitation of statistics. For example: the mark obtained by a student
in English is 75 does not constitute statistics but the average of a group of
students in English is 75 forms statistics.
2.
Statistics
does not study qualitative phenomena: The science of statistics studies only the quantitative
aspect of the problem. Statistics cannot directly be used for the study of
qualitative phenomena such as honesty, intelligence, beauty, poverty etc.
however, some statistical techniques can be used to study such qualitative
phenomena indirectly by expressing them into numbers. For example: the
intelligence of the boys can be studied with the help of marks obtained by them
in an examination.
3.
Statistical
laws are not exact: 100% accuracy is
rare in statistical work because statistical laws are true only on the average.
They are not exact as, are the laws of Physics and Mathematics. For example:
the probability of getting a head in a single toss of a coin is ½. This does
not imply that 3 heads will be obtained if a coin is tossed 6 times. Only one
head, 2 times head or all the times head or no head may be obtained.
4.
Statistics
is only a means: Statistical
methods provide only a method of studying problem. There are other methods
also. These methods should be used to supplement the conclusions derived with the
help of statistics.
5.
Statistics
is liable to be misused: The
most important limitation of statistics is that it must be handled by experts.
Statistical methods are the most dangerous tools in the hands of inexpert.
Since statistics deals with masses of figures, so it can easily be manipulated
by inexperienced and skilled persons. Statistical methods if properly be used,
may conclude useful results and if misused by inexpert, unskilled persons, it
may lead to fallacious conclusion. We have the following example consisting the
result concluded by an inexpert and unskilled person.
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