When scores are grouped, it is desirable to use 10-20 class intervals.
The lowest score is 23 and the highest score is 87. The preferred class interval width would be 5.
We plan to use an interval size of four, and 14 is the lowest score in our sample. According to our guidelines, 12-15 would be the best choice for the bottom interval.
John uses our guidelines to arrive at an interval size of 30. The most likely value for the range of scores in his sample is 385.
If measurement is to the nearest 10 pounds, then a score of 540 pounds means 535.0-545.0 pounds.
If 32 points are earned on an achievement test, this score is best considered as representing an ability of 32, exactly.
In general, we prefer to round numbers up when they fall between two possible values.
Rounding up gives us more information about the data than does rounding down.
A score of 96% on a quiz can be rounded up or down to the nearest whole number (either 96 or 97).
The exact limits of the interval 50-54 are 49.5-54.5.
Twelve cases fall in the interval 40-49, and the relative frequency for that interval is .20. The total number of cases for the entire distribution is 60.
he exact limits of the interval 50-54 are 49.5-54.5.
Plotting the graph of a cumulative distribution differs from plotting the graph of an uncummulated distribution in that cumulative frequency is plotted at the upper exact limit of the interval.
Three square inches out of the total area under a frequency curve of 12 square inches falls below a score of 68. If the curve is based on a total of 80 cases, how many cases fall below a score of 68? 20.