LECTURE 2 Flashcards

1
Q

What are diagrams used for?

A

Visual representation of data using geometrical shapes like bars or circles.

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2
Q

What are the main merits of diagrams?

A
  1. Attractive 2. Simple to understand 3. Efficient 4. Comprehensive 5. Impactful 6. Universal 7. Widely used.
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3
Q

What are the limitations of diagrams?

A
  1. Approximation issues 2. Scalability problems 3. Require expertise for some types 4. Misleading scales.
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4
Q

What is a simple bar diagram used for?

A

Comparing a single characteristic of different groups.

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5
Q

What is an example of a simple bar diagram?

A

Yield performance of different crop varieties.

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6
Q

What is a multiple bar diagram used for?

A

Comparing multiple characteristics across groups.

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7
Q

What is an example of a multiple bar diagram?

A

Production of food grains, vegetables, and others over years.

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8
Q

What is a component bar diagram also called?

A

Subdivided bar diagram.

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9
Q

What is a component bar diagram used for?

A

Displaying components of a total, stacked on top of each other.

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10
Q

What is an example of a component bar diagram?

A

Sales, gross profit, and net profit represented for each year.

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11
Q

What is a percentage bar diagram?

A

Bar diagram where components are converted to percentages to show relative proportions.

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12
Q

What is an example of a percentage bar diagram?

A

Sales components shown as percentages of total sales for different years.

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13
Q

What is a pie chart?

A

A circular diagram divided into sectors representing proportions of a total.

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14
Q

What is the formula to calculate angles for a pie chart?

A

Angle (in degrees) = (Value of the component / Total value) × 360.

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15
Q

What are the steps to draw a pie chart?

A
  1. Calculate angles using the formula 2. Draw a circle 3. Divide into sectors based on angles 4. Label sectors.
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16
Q

What is a pictogram?

A

A diagram using icons or images to represent data quantities.

17
Q

What are statistical maps or cartograms?

A

Diagrams representing data geographically, e.g., population density maps.

18
Q

What are the advantages of diagrams in representing statistical data?

A
  1. Simplify complex data 2. Facilitate comparisons 3. Attract attention 4. Leave a lasting impression 5. Require no technical expertise.
19
Q

In a component bar diagram, the length of the bar depends on what?

A

The total value.

20
Q

In a percentage bar diagram, the length of the bars will always be equal. True or False?

21
Q

What is the main difference between component and percentage bar diagrams?

A

Component bar diagrams show raw values; percentage bar diagrams show proportions as percentages.

22
Q

What is the main difference between a simple and multiple bar diagram?

A

Simple bar diagrams show one characteristic; multiple bar diagrams compare multiple characteristics.

23
Q

Subdivided bar diagrams are also known as what?

A

Component bar diagrams.

24
Q

What is the first step in drawing a pie chart?

A

Calculate angles for each component using the formula: (Value of the component / Total value) × 360.

25
Q

What is the purpose of converting data to percentages in a percentage bar diagram?

A

To make meaningful comparisons of relative proportions.

26
Q

What are the disadvantages of diagrams?

A
  1. Approximation issues 2. Scalability distortions 3. Require expertise 4. Misleading scales for laypersons.
27
Q

In a component bar diagram, the length of the bar:

A

Depends on the total.

28
Q

The length of the bar will be the same for all categories in which diagram?

A

Percentage bar diagram.

29
Q

Sub-divided bar diagrams are also called what?

A

Component bar diagrams.

30
Q

The multiple bar diagram is the extension of which diagram?

A

Simple bar diagram.

31
Q

In a bar diagram, the width of the bars should:

32
Q

In a percentage bar diagram, the length of the bars will not be equal. True or False?

33
Q

How are diagrams useful in representing statistical data?

A
  1. Simplify complex data 2. Facilitate comparisons 3. Attract attention 4. Leave a lasting impression 5. Require no technical expertise.
34
Q

How to draw a pie chart?

A
  1. Calculate angles using the formula: (Value of the component / Total value) × 360 2. Draw a circle 3. Divide into sectors based on angles 4. Label each sector.
35
Q

Explain how to draw simple and multiple bar diagrams.

A
  1. Simple Bar Diagram: Draw vertical bars with equal width and height proportional to data values. 2. Multiple Bar Diagram: Grouped bars represent different characteristics in each category.
36
Q

Explain how to draw component and percentage bar diagrams.

A
  1. Component Bar Diagram: Stack components of a total on top of each other to form a single bar. 2. Percentage Bar Diagram: Convert components into percentages and stack them in a 100%-length bar.