The following table shows a frequency distribution of the weekly wages in rand of employees in the XYZ Company: Number of Wages (R) employees 50 - 59,99 8. 60 - 69,99 70- 79,99 16 14 80 - 89,99 10 90 - 99,99 100 -109,99 110 119,99 1 cumulative frequency distributions; 2 percentage cumulative distributions; and 3 on the same sheet of graph paper, 'less than' and 'more than' cumulative curves. From the cumulative curves, estimate the number of employees earning: 4 less than R88,00 per week; (1) 5 R96,00 or more per week; and (1) 6 at least R63,00 but less than R75,00 per week.
The following table shows a frequency distribution of the weekly wages in rand of employees in the XYZ Company: Number of Wages (R) employees 50 - 59,99 8. 60 - 69,99 70- 79,99 16 14 80 - 89,99 10 90 - 99,99 100 -109,99 110 119,99 1 cumulative frequency distributions; 2 percentage cumulative distributions; and 3 on the same sheet of graph paper, 'less than' and 'more than' cumulative curves. From the cumulative curves, estimate the number of employees earning: 4 less than R88,00 per week; (1) 5 R96,00 or more per week; and (1) 6 at least R63,00 but less than R75,00 per week.
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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
Transcribed Image Text:The following table shows a frequency distribution of the weekly wages in rand of employees in the XYZ Company:
Number of
Wages (R)
employees
50 - 59,99
8.
60 - 69,99
70- 79,99
16
14
80 - 89,99
10
90 - 99,99
100 -109,99
110 119,99
1 cumulative frequency distributions;
2 percentage cumulative distributions; and
3 on the same sheet of graph paper, 'less than' and 'more than' cumulative curves.
From the cumulative curves, estimate the number of employees
earning:
4 less than R88,00 per week; (1)
5 R96,00 or more per week; and (1)
6 at least R63,00 but less than R75,00 per week.
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