Learn Python
Learn Data Structure & Algorithm
Learn Numpy
Learn Pandas
Learn Matplotlib
Learn Seaborn
Statistics Introduction
Statistics Variable
Statistics Sample & population
Statistics Measure of central tendency
Statistics Measure of Dispersion
Statistics Distribution
Statistics Z-score
Statistics PDF & CDF
Statistics Center Limit Theorem
Statistics Correlation
Statistics P value & hypothesis test
Statistics Counting rule
Statistics Outlier
Learn Math
Learn MATLAB
Learn Machine learning
Learn Github
Learn OpenCV
Learn Deep Learning
Learn MySQL
Learn MongoDB
Learn Web scraping
Learn Excel
Learn Power BI
Learn Tableau
Learn Docker
Learn Hadoop
Anything that can be measure or counted is called variable. It can be characteristics, number, or quantity,
etc but it should measure or count.
For example: income, money, age, house, grade, etc.
1: Quantitative variable:
All the things that you can count or measure come in this section.
Like: numerical, height, weight, temperature, etc.
Quantitative variable divided in two sections:
|. Discrete:
All the countable things like Book pages, money, etc come in this section.
|| Continuous:
All measurable things like weight, speed, height, etc, come in this section
2.Qualitative:
All the things that you can't count or measure like location, religion, etc come in this section.
All those variables which values are picked by chance are called random variables.
Example: Suppose electric car company makes many number of cars in a year but how many car they will
sell in this year, they can't tell or predict that. Here the number of car sells is a random variable because
it will happen by chance.
1. Is the data values can be ranked or not?
Ex: 1st, 2nd, etc.
2. Is the data info can be organized into specific categories.
Ex: rural, urban, etc.
3. Is the data can be measured or not?.
Ex: Height, temperature, time, length, etc.
Types of measurement scale.
1. Nominal Scale:
This scale is used for labeling categorize variables or data into groups based on a defined set of attributes,
without any quantitative value. Here come categorical values and no ranking or no order values. Here the data
are qualitative in nature. So the data cannot be ordered or ranked.
Example: Hair color(black, gray, brown), gender(male, female), etc.
2. Ordinal scale:
In this scale you can rank or order the data depending on the specified criteria. Here you can place the
measured data into categories and you can order or rank these categories.
Example:
1. letters grad(A+, B+, C+)
2. excellent, good, poor.
3. 1st, 2nd, 3rd
4. Ratting scale(1-5). Here 1 means poor and 5 means excellent.
3. Interval scale:
It is a quantitative measurement scale. This is an ordered scale where the difference between measurements is
a meaningful but this scale doesn't have true zero point.
Example:
Celsius scale to measure temperature. Here there is no difference between 10 and 20 degrees Celsius or 20 and
30 degrees Celsius and we can also see that the scale does not have a true zero point. Because zero degrees
Celsius does not mean that there is no temperature.
4.Ratio scale:
It is same interval scale but the difference is ration scale has the true zero point. So we can say that in
ratio scale we can measure the difference between two points and also express the differences as ration.