Organisation and Presentation of Qualitative & Quantitative Data

Organisation & Presentation of Qualitative & Quantitative Data

 

Presentation of Data

There are two main methods of presenting data of a variable character or a variable.

A)Tabulation/Tabular Presentation

B)Drawing/Graphical Presentation

 

Tabulation

Tabulation are devices for presenting data from a mass of statistical data. Preparation of frequency distribution table is that the first requirement. Tables are often simple or complex depending upon measurement of single set of things or multiple sets of things.

 

Frequency Distribution

The distribution of the overall number of observations among the various categories is termed as frequency distributions.

Frequency Distribution is very important step in statistical analysis. It groups sizable amount of series or observations of master table and presents the data very concisely, giving all information at a look.

It records how frequently a characteristic or an occurrence occurs in persons of the same group.Data are often recorded within the sort of frequency table.

In short,Collecting and summarizing great amount of data is called frequency distribution.

 

Rules for Making Frequency Distribution Table

  1. The class or group interval between the groups should not be too broad or too narrow. Too large a group will omit the details and too small will defeat the purpose of making the data concise.
  2. The number of groups or classes should not be too many or too few but ordinarily between 6 and 16 depending on the details necessary and the size of sample.
  3. The class interval should be same.
  4. The headings must be clear such as “height” in inches or in centimeters ,”age” in years or months. If the data are expressed as rates mention percent or per thousand.
  5. The rates and proportions , if given the actual number in the group must also be noted.
  6. Groups should be tabulated in ascending or descending order.
  7. If certain data are omitted or excluded deliberately,the reasons for the same should be given.

 

Tabulation

1)Simple Tabulation

2)Complex Tabulation

 

Simple Tabulation

Simple Tabulation is when the information/data are tabulated to one characteristic.For example,the survey that determined the frequency or number of employees of a firm owning different brands of mobile phones.

 

Complex Tabulation

When the data are tabulated consistent with many characteristics, it is said to be a complex tabulation.

 

Graphical Distribution of Data

a) For Quantitative Data

1) Histogram

histogram is a graphical display of data using bars of various heights. In a histogram, each bar groups numbers into ranges. Taller bars show that more data falls in this range. A histogram displays the form/shape and spread of continuous sample data.

 

2) Frequency Polygon

frequency polygon is a graph constructed by using lines to join the midpoints of every interval, or bin. The heights of the points represent the frequencies. A frequency polygon are often created from the histogram or by calculating the midpoints of the bins from the frequency distribution table.

 

3) Frequency Curve

frequency-curve is a smooth curve for which the entire area is taken to be unity. It’s a limiting sort of a histogram or frequency polygon. The frequency-curve for a distribution can be obtained by drawing a smooth and free hand/blank check curve through the mid-points of the upper sides of the rectangles forming the histogram.

 

4) Line Chart

line chart is a graphical representation of an asset’s historical price action that connects a series of data points with a continual line. This is often the foremost basic type of chart used in finance and typically only depicts a security’s closing prices over time.

 

5) Normal Distribution Curve

 normal distribution is a type of continuous probability distribution for a real-valued random variable.A normal distribution is usually informally called a bell curve.

 

6) Cumulative Distribution Curve

In statistics, the cumulative distribution function of a real-valued random variable, or just distribution function of, evaluated at, is the probability that will take a value less than or adequate to.

 

7) Scatter Diagram

A graph during which the values of two variables are plotted along two axis, the pattern of the resulting points revealing any correlation present.

 

b)For Qualitative Data:

 

1) Bar Chart

bar chart or bar graph is a chart or graph that presents categorical data with rectangular bars with heights or lengths proportional to the values that they represent. The bars can be often plotted vertically or horizontally. A vertical bar chart is usually called a column chart.

 

2) Pictogram

pictogram is a chart that uses pictures to represent data. Pictograms are set out in the same way as bar charts, but rather than bars they use columns of pictures to point out the numbers involved.

 

3) Pie Chart

 

pie chart is a sort of graph in which a circle is split into sectors that each represents a proportion of the entire. Pie charts are a useful way to organize data in order to see the size of components relative to the entire, and are particularly good at showing percentage or proportional data.

 

4) Map Diagram

 

 

Map diagram is a method of representation of any event distribution by means of diagrams, that are placed on the map inside the structure of territorial division which express the summarized value of this event within the bounds of this territorial structure.

 

Q&A

You Are interested in the percentage of female versus male shoppers at a department store. 

Which chart or graph would be appropriate to display the proportion of males versus females among the shoppers?

A)A bar graph

B)A time plot

C)A pie chart

D)Choices (A) and (C)

E)Choices (A),(B) and (C)

Ans: (D)

Gender is a qualitative variable, so both bar graphs and pie charts are appropriate to display the proportion of males versus females among the shoppers. You could use a time plot only if you knew how many males and how many females were in the store at each individual time period.

Ref:Statistics1,001 Practice Problems For Dummies

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