Processing & Properties of Floor and Wall Tiles.pptx
diagrams-191020083131.pptx
1.
2. 🞂 One – Dimensional
🞂 Two – Dimensional
🞂 Three –
Dimensional
🞂 Pictogram
🞂 Cartogram
🞂 Line and Bar
🞂 Rectangle, Square,
Pie
🞂 Cube, Sphere, etc.
3. 🞂 The length of the lines or bars is considered
🞂 The width is not considered.
🞂 Distance between line or bar is kept uniform.
🞂 Bar – Thick Width Line
5. 🞂 It is a one –dimensional diagram
🞂 Easy to understand and common in business.
Year Profits
2012 15000
2013 18000
2014 20000
2015 16000
2016 13000
2017 17000
2018 25000
6.
7.
8. 🞂 Denote more than one variable
🞂 Bars are drawn side by side
🞂 Comparison is easy
Profits
Year A B
2016 10000 15000
2017 15000 17500
2018 21000 19500
10. 🞂 Bar is Subdivided into components.
🞂 Each Component occupies a part in the bar
proportional to its share in the total.
🞂 To distinguish each component – different colours
Districts
Population A B C
Male 1000 1200 1300
Female 500 800 900
Total 1500 2000 2200
12. 🞂 Bars are all of equal height
🞂 Each segment (component) shows percentage
to the total.
Districts
Population A B C
Male 1000 1200 1300
Female 500 800 900
Total 1500 2000 2200
Percentage of
Male
1000/1500
*100 = 66.67% 60
59.0
9
Percentage of
Female
500/1500
*100=33.33% 40
40.9
1
14. 🞂 Deviation Bars:
depicts the net deviations
values both positive and negative
Positive values above the base line and negative
values below
🞂 Broken Bars:
data contain wide variations( very small or very
large) – reasonable shape – larger bars are broken
at top
Value of each bar written at top.
15.
16.
17. 🞂 Also called AREA diagram or SURFACE
diagram
🞂 Both length and width is considered
🞂 Types : Rectangles, Squares, Circles, Pie
Diagram.
18.
19. 🞂 Highly Understandable
🞂 Proportionate sectors are divided in a circle
by taking whole data equal to 360 degrees.
20. Items Expenditure
Angle of the
circle
Food 87
(87/180)*360 =
174
Clothing 24 48
Entertainment 11 22
Education 13 26
Rent 25 50
Miscellaneous 20 40
Total 180 360
24. 🞂 1. They are attractive and impressive.
🞂 2. They make data simple and intelligible.
🞂 3. They make comparison possible
🞂 4. They save time and labour.
🞂 5. They have universal utility.
🞂 6. They give more information.
🞂 7. They have a great memorizing effect.
25. DIAGRAMS GRAPHS
🞂 Ordinary paper can be used
🞂 It is attractive and is easily
understandable.
🞂 It is appropriate and effective to represent
one or more variables
🞂 It cannot be used for interpolation and
extrapolation technique
🞂 Median and mode cannot be estimated
🞂 It is used for comparison only
🞂 Data are presented by bars, rectangles
🞂 Diagrams are used for publicity as they
are attractive. They give only
approximate information.
🞂 To a statistician or a researcher, diagrams
are not helpful in analysis
🞂 Graph paper is needed
🞂 It needs some effort to understand
🞂 It creates problem
🞂 It is helpful in intrapolation and
extrapolation techniques.
🞂 The value of median and mode can be
estimated
🞂 It represents a mathematical relationship
between the two variables.
🞂 Data are presented by points or lines of
different kinds – dots, dashes, etc.
🞂 Graphs are very much useful to
statistician or researchers in analysis.
26. 🞂 A diagram should be neatly drawn and attractive.
🞂 The measurements of geometrical figures used in diagram
should be accurate and proportional.
🞂 The size of the diagrams should match the size of the paper.
🞂 Every diagram must have a suitable but short heading.
🞂 The scale should be mentioned in the diagram.
🞂 Diagrams should be neatly as well as accurately drawn with
the help of drawing instruments.
🞂 Index must be given for identification so that the reader can
easily make out the meaning of the diagram.
🞂 Footnote must be given at the bottom of the diagram.
🞂 Economy in cost and energy should be exercised in drawing
diagram