First, the researcher categorised the data into six location groups and six occupation groups, and calculated the frequencies given below. Frequency tables Location Occupation Location category...

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Answered Same DayMay 10, 2021HI5002

Answer To: First, the researcher categorised the data into six location groups and six occupation groups, and...

Aarti answered on May 18 2021
155 Votes
3)
Solution: (A)
When the researcher wants to compare the number of individuals in each location group, the bar chart is ideal for the representation as
the Location Category is a categorical variable. In the bar graph, we can use categorical (discrete) variable on either horizontal or, vertical axis and frequency on the other.
The below looks the data and the bar graph for the same:
    Location Category
    Frequency
    Location Group A
    5
    Location Group B
    7
    Location Group C
    12
    Location Group D
    25
    Location Group E
    10
    Location Group F
    6
Here, from the above bar graph, we can see that the maximum frequency (Mode) is taken by Location Group ‘D’ and the minimum frequency is taken by Location Group ‘A’.
Solution: (B)
When the researcher wants to compare the proportion of individuals in each occupational group, the pie chart is ideal for the representation as the length of the arc of each slice, is proportional to the total.
The below looks the data and the pie chart for the same:
    Occupation Category
    Frequency
    Occupation Group 1
    4
    Occupation Group 2
    26
    Occupation Group 3
    15
    Occupation Group 4
    12
    Occupation Group 5
    5
    Occupation Group 6
    3
Here, from the above pie chart, we can see that the maximum proportion is taken by Occupation Group ‘2’ and the minimum proportion is taken by Occupation Group ‘4’.
4)
Solution (A):
The researcher would have selected the number of class intervals based on this rule:
2k >= n
Where, k is the number of classes
n is the number of...
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