The following frequency table summarizes the number of hours worked by a sample of 120 students in the same week.
Hours worked by students |
|
Class (hours) |
Frequency |
(0, 10] |
10 |
(10, 20] |
60 |
(20, 30] |
40 |
30 or more |
10 |
Total |
120 |
A) How many students worked more than 10 hours but less than or equal to 30 hours?
B) What is the relative frequency of students who worked more than 10 hours but less than or equal to 20 hours?
C) What is the cumulative frequency of students who worked less than or equal to 30 hours?
D) What are the units of measure for this sample of data?
a)
100(60+40) students worked more than 10 hours but less than or equal to 30 hours
.....
b)
class interval | frequency | relative frequency=fi/N |
(0-10] | 10 | 0.083 |
(10-20] | 60 | 0.500 |
(20-30] | 40 | 0.333 |
(30-40] | 10 | 0.083 |
relative frequency of students who worked more than 10 hours but less than or equal to 20 hours = 0.5
...........
c)
class interval | frequency | relative frequency=fi/N | cumulative frequency |
(0-10] | 10 | 0.083 | 10 |
(10-20] | 60 | 0.500 | 70 |
(20-30] | 40 | 0.333 | 110 |
(30-40] | 10 | 0.083 | 120 |
cumulative frequency of students who worked less than or equal to 30 hour =110
..........
D)
Hours worked by students |
.............
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