The following are the steps of constructing a frequency distribution: [1]
* Mutually exclusive means that classes must be selected such that an item can't fall into two classes and all-inclusive classes are classes that together contain all the data.
A jiffy is an actual scientific measurement.[2]
7.29 |
7.03 |
7.14 |
6.77 |
6.35 |
7.16 |
6.78 |
6.79 |
7.07 |
7.03 |
6.69 |
7.02 |
7.40 |
7.16 |
6.96 |
6.87 |
6.80 |
7.10 |
7.13 |
6.95 |
6.98 |
7.56 |
6.75 |
6.87 |
7.11 |
7.08 |
7.24 |
7.34 |
7.47 |
7.31 |
7.38 |
7.28 |
6.97 |
6.90 |
6.57 |
6.96 |
6.70 |
6.57 |
6.88 |
6.84 |
7.11 |
6.95 |
7.23 |
7.31 |
7.00 |
7.02 |
7.40 |
7.12 |
7.16 |
7.16 |
7.30 |
7.17 |
6.96 |
6.78 |
7.30 |
6.99 |
6.94 |
7.29 |
7.05 |
6.84 |
Construct a frequency distribution for these data. Calculate and display the class midpoints, relative frequencies and cumulative frequencies for this frequency distribution.
Solution In Brief
First calculate the size (width) of the class:
We round the class width to 0.20. Each class interval will be exactly 0.20 wide. Starting at or below the smallest number in the range, we increment each interval by 0.20.