One of the first steps in analysing data is to construct a frequency distribution table. A frequency table provides collected data values arranged in ascending order of magnitude, along with their corresponding frequencies.
Frequency is the number of times a data value occurs; for example, if four students have a score of 80 in mathematics, the score of 80 is said to have a frequency of 4. A frequency distribution table makes it easier to understand a data set and allows for its graphical representation.
- Frequency Distribution Tables: Website from Statistics Canada with easy-to-follow instructions on how to make different types of Frequency Tables (from simple frequency distribution tables, to cumulative, relative and percentage frequency tables):
Price, J., & Chamberlayne, D. W. (2008). Descriptive and multivariate statistics. In S. L. Gwinn, C. Bruce, J. P. Cooper & S. Hick (Eds.), Exploring Crime Analysis Readings on Essential Skills (2nd ed., pp. 179-183). Retrieved fromhttp://www.iaca.net/ExploringCA/2Ed/exploringca_frontmatter.pdf
Rehill, G. S. (2012). Frequency and Frequency tables. Year 8 Interactive Maths. In: Interactive Maths Series Software. http://www.mathsteacher.com.au/year8/ch17_stat/03_freq/freq.htm
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