Question
I am looking for the excel spreadsheet to help with the formulas. Using the data from your Wk 3 Mean Median, and Mode assignment, demonstrate
I am looking for the excel spreadsheet to help with the formulas.
Using the data from your Wk 3 Mean Median, and Mode assignment, demonstrate in graphic form the variability of the 2 examples.
Week 3 data below:
Example 1
X (income) | No. of persons |
---|---|
200 | 24 |
250 | 26 |
180 | 16 |
300 | 20 |
350 | 6 |
280 | 30 |
Mean: 251.48 The Mean is the income of all persons divided by the total number of persons.
Income of all the persons = (X-income* Number of persons) = 30,680
Total persons = (Number of persons) = 122 and Mean = 30680/122 = 251.48
Median: 250
The Median is calculated by arranging the income of all persons in ascending order to find the middle value.
Mode: 280The Mode is the repeated value of income in the data set.
Range: 170
The Range is the difference in the maximum and minimum value of data. Range = 250-180 = 170
Interquartile Range: 80 IQR = 280-200 = 80
Standard Deviation: 13 ((xi-)2/n)1/2
X (Income) (a) | Number of Persons (b) | Cumulative (c) | Product (d) = (a)*(b) |
180 | 16 | 16 | 2880 |
200 | 24 | 40 | 4800 |
250 | 26 | 66 | 6500 |
280 | 30 | 96 | 8400 |
300 | 20 | 116 | 6000 |
350 | 6 | 122 | 2100 |
Sum | 122 | 30680 |
Example 2
X (income) | No. of persons | Cumulative frequency (cf) |
180 | 16 | 16 |
200 | 24 | 40 |
250 | 26 | 66 |
280 | 30 | 96 |
Mean: 235.21 The Mean is the income of all persons divided by the total number of persons.
Median: 250 The Median is calculated by arranging the income of all persons in ascending order to find the middle value.
Mode: 280 The Mode is the repeated value of income in the data set.
Range:100The Range is the difference in the maximum and minimum value of data.
Interquartile Range: 80
Standard Deviation: 8.236
X (Income) (a) | Number of Persons (b) | Cumulative (c) | Product (d) = (a)*(b) |
180 | 16 | 16 | 2880 |
200 | 24 | 40 | 4800 |
250 | 26 | 66 | 6500 |
280 | 30 | 96 | 8400 |
Sum | 96 | 22580 |
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