KINDS OF DATA IN BUSINESS STATISTICS
Introduction
Data
types are important concepts in statistics, they enable us to apply
statistical measurements correctly on data and assist in correctly concluding
certain assumptions about it.
ISS coaching in Jaipur will introduce you to the different data types which is significantly essential for doing Exploratory Data Analysis or EDA since you can use certain factual measurements just for particular data types.
Similarly, you need to know which data analysis and its type you are working to select the correct perception technique. You can consider data types as an approach to arrange various types of variables.
QUANTITATIVE DATA
Quantitative
data seems to be the easiest to explain. It answers key questions such as “how
many, “how much” and “how often”.
Quantitative
data can be expressed as a number or can be quantified. Simply put, it can be
measured by numerical variables.
Quantitative data are easily amenable to
statistical manipulation and can be represented by a wide variety of
statistical types of graphs and charts such as line, bar graph,
scatter plot, and etc.
Examples of quantitative data:
§ Scores
on tests and exams e.g. 85, 67, 90 and etc.
§ The
weight of a person or a subject.
§ Your
shoe size.
§ The
temperature in a room.
There
are 2 general types of quantitative data: discrete data and continuous
data.
Discrete vs Continuous Data
As
we mentioned above discrete and continuous data are the two key types of
quantitative data.
In
statistics, marketing research, and data science, many decisions depend on
whether the basic data is discrete or continuous.
Discrete data
Discrete
data is a count that involves only integers. The discrete values cannot be
subdivided into parts.
For
example, the number of children in a class is discrete data. You can count
whole individuals. You can’t count 1.5 kids.
To
put in other words, discrete data can take only certain values. The data
variables cannot be divided into smaller parts.
It
has a limited number of possible values e.g. days of the month.
Examples of discrete data:
§ The
number of students in a class.
§ The
number of workers in a company.
§ The
number of home runs in a baseball game.
§ The
number of test questions you answered correctly
Continuous data
Continuous
data is information that could be meaningfully divided into finer levels. It
can be measured on a scale or continuum and can have almost any numeric value.
For
example, you can measure your height at very precise scales — meters, centimeters,
millimeters and etc.
You
can record continuous data at so many different measurements – width,
temperature, time, and etc. This is where the key difference from discrete
types of data lies.
The
continuous variables can take any value between two numbers. For example,
between 50 and 72 inches, there are literally millions of possible heights:
52.04762 inches, 69.948376 inches and etc.
A
good great rule for defining if a data is continuous or discrete is that if the
point of measurement can be reduced in half and still make sense, the data is
continuous.
Examples of continuous data:
§ The
amount of time required to complete a project.
§ The
height of children.
§ The
square footage of a two-bedroom house.
§ The
speed of cars.
QUALITATIVE DATA
Qualitative
data can’t be expressed as a number and can’t be measured. Qualitative data
consist of words, pictures, and symbols, not numbers.
Qualitative data is also called categorical
data because the information can be sorted by category, not by number.
Qualitative
data can answer questions such as “how this has happened” or and “why this has
happened”.
Examples of qualitative data:
§ Colors
e.g. the color of the sea
§ Your
favorite holiday destination such as Hawaii, New Zealand and etc.
§ Names
as John, Patricia,…..
§ Ethnicity
such as American Indian, Asian, etc.
More you can see on our post qualitative
vs quantitative data.
There
are 2 general types of qualitative data: nominal data and ordinal data.
Nominal vs Ordinal Data
Nominal data
Nominal
data is used just for labeling variables, without any type of quantitative
value. The name ‘nominal’ comes from the Latin word “nomen” which means ‘name’.
The nominal data just name a thing without applying it to order. Actually, the nominal data could just be called “labels.”
Examples of Nominal Data:
§ Gender
(Women, Men)
§ Hair
color (Blonde, Brown, Brunette, Red, etc.)
§ Marital
status (Married, Single, Widowed)
§ Ethnicity
(Hispanic, Asian)
As
you see from the examples there is no intrinsic ordering to the variables.
Eye
color is a nominal variable having a few categories (Blue, Green, Brown) and
there is no way to order these categories from highest to lowest.
Ordinal data
Ordinal
data shows where a number is in order. This is the crucial difference from
nominal types of data.
Ordinal
data is data which is placed into some kind of order by their position on a
scale. Ordinal data may indicate superiority.
However, you cannot do arithmetic with ordinal numbers because they
only show sequence.
Ordinal
variables are considered as “in between” qualitative and quantitative variables.
In
other words, the ordinal data is qualitative data for which the values are
ordered.
In
comparison with nominal data, the second one is qualitative data for which the
values cannot be placed in an ordered.
We
can also assign numbers to ordinal data to show their relative position. But we
cannot do math with those numbers. For example: “first, second, third…etc.”
Examples of Ordinal Data:
§ The
first, second and third person in a competition.
§ Letter
grades: A, B, C, and etc.
§ When
a company asks a customer to rate the sales experience on a scale of 1-10.
§ Economic
status: low, medium and high.
CONCLUSION
§ All of the different types of data
have a critical place in statistics, research, and data science.
§ Data types work great together to help
organizations and businesses from all industries build successful data-driven decision-making process.
§ Working in the data management area
and having a good range of data science skills involves
a deep understanding of various types of data and when to apply them.
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