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Measures Of Central Tendency

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Measures of central tendency
The dataset below contains costs of haircut collected from a random sample of 10
barbershops across the California state in the US. The barbershops are identified by codes from 1
to 10.
Barbershop
Price per haircut $
1
40
2
33
3
31
4
35
5
26
6
31
7
30
8
32
9
39
10
37
The measures of central tendency for the data set are as below;
Price per haircut $
Mean
33.4
Median
32.5
Mode
31

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Discussion
Mean is defined as the average of a group of data and is evaluated by summing all the
values in the data set and dividing by the total number of all the values. In this case, the average
cost of a haircut is $33.4. This implies that the typical cost of haircut in the California state is
$33.4. The mode determines the most occurring value in a dataset. The mode is $31 implying
that most of the barbershops in the California state charge $31 per haircut. The median represents
the values appearing in the middle of a dataset (Gholba). In this case, the median is $32.5.

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Surname 1 Name Supervisor Course Date Measures of central tendency The dataset below contains costs of haircut collected from a random sample of 10 barbershops across the California state in the US. The barbershops are identified by codes from 1 to 10. Barbershop Price per haircut $ 1 40 2 33 3 31 4 35 5 26 6 31 7 30 8 32 9 39 10 37 The measures of central tendency for the data set are as below; Price per haircut $ Mean 33.4 Median 32.5 Mode 31 Surname 2 Discussion Mean is defined as the average of a group of data and is evaluated by summing all the values in the data set and dividing by the total number of all the values. In this case, the average cost of a haircut is $33.4. This implies that the typical cost of haircut in the California state is $33.4. The mode determines the most occurring value in a dataset. The mode is $31 implying that most of the barbe ...
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