Find the mean the median and all the modes for the pay rates
Find the mean, the median, and all the modes for the pay rates in the given frequency distribution.
Hourly pay rates for employees
Frequency
$9.00
8
$13.00
29
$16.75
7
$21.00
5
| Hourly pay rates for employees | Frequency |
| $9.00 | 8 |
| $13.00 | 29 |
| $16.75 | 7 |
| $21.00 | 5 |
Solution
Hourly pay rates for emplouees
Frequency
<cumulative frequency
9.00
8
8
13.00
29
37
16.75
7
44
21.00
5
49
Mean = = = 13.6990
Median = 13
f =N =49, therefore N/2 = 24.5
The value of which is just greater than the cumulative frequency corresponding x value is the median
Mode : for discrete frequency distribution we can find the mode value by the value having maximum frequency corresponding x value is called as mode value.
Therefore mode = 13
| Hourly pay rates for emplouees | Frequency | <cumulative frequency |
| 9.00 | 8 | 8 |
| 13.00 | 29 | 37 |
| 16.75 | 7 | 44 |
| 21.00 | 5 | 49 |

