Final answer:
The class width for the given distribution is 197, 297, 397, and 203.
Step-by-step explanation:
The class width for a distribution can be found by subtracting the lower limit of one class from the lower limit of the next class. In this case, we have the following data points: 40, 237, 534, 931, and 128.
The classes can be represented as follows:
- 40 - 237
- 237 - 534
- 534 - 931
- 931 - 128
To find the class width, subtract the lower limit of one class from the lower limit of the next class:
- 237 - 40 = 197
- 534 - 237 = 297
- 931 - 534 = 397
- 128 - 931 = 203
So the class widths for this distribution are 197, 297, 397, and 203.