Dale–Chall readability formula
{{Short description|Test for ease of reading a text}}
{{Use mdy dates|date=June 2015}}
The Dale–Chall readability formula is a readability test that provides a numeric gauge of the comprehension difficulty that readers come upon when reading a text. It uses a list of 3000 words that groups of fourth-grade American students could reliably understand, considering any word not on that list to be difficult.
History
The formula was inspired by Rudolf Flesch's Flesch–Kincaid readability test which used word-length to determine how difficult a word was for readers to understand.{{cite journal |author=McClure G |title=Readability formulas: Useful or useless. (an interview with J. Peter Kincaid.) |year=1987 |journal=IEEE Transactions on Professional Communication |volume=30 |pages=12–15 |doi=10.1109/TPC.1987.6449109 |s2cid=13157772 }} Edgar Dale and Jeanne Chall instead used a list of 769 words that 80% of fourth-grade students were familiar with, such as "no", "yes", and other such very basic words to determine which words were difficult. The Dale-Chall Readability Formula was originally published in their 1948 article A Formula for Predicting Readability{{Cite journal |year=1948 |title=A Formula for Predicting Readability |journal=Educational Research Bulletin |volume=27 |pages=11–20+28 |author1=Dale E |author2=Chall J |authorlink1=Edgar Dale |authorlink2=Jeanne Chall }} and updated in 1995 in Readability Revisited: The New Dale-Chall Readability Formula, which expanded the word list to [http://www.readabilityformulas.com/articles/dale-chall-readability-word-list.php 3,000 familiar words] ([https://charactercounter.com/dale-chall-word-list.txt text file version]).{{cite book|isbn=1571290087|url=https://books.google.com/books?id=2nbuAAAAMAAJ|title=Readability revisited|last1=Chall|first1=Jeanne Sternlicht|last2=Dale|first2=Edgar|date=May 1, 1995| publisher=Brookline Books }}
Formula
The formula for calculating the raw score of the Dale–Chall readability score (1948) is given below:
:
0.1579 \left (\frac{\mbox{difficult words}}{\mbox{words}}\times 100 \right) + 0.0496 \left (\frac{\mbox{words}}{\mbox{sentences}} \right)
If the percentage of difficult words is above 5%, then add 3.6365 to the raw score to get the adjusted score, otherwise the adjusted score is equal to the raw score. Difficult words are all words that are not on the word list, although it must be considered that the word list contains the basic forms of e.g. verbs and nouns. Regular plurals of nouns, regular past tense forms, progressive forms of verbs etc. should be included in the calculation.{{rp|10}}
class="wikitable" border="1" |
Score
! Notes |
---|
4.9 or lower
| easily understood by an average 4th-grade student or lower |
5.0–5.9
| easily understood by an average 5th- or 6th-grade student |
6.0–6.9
| easily understood by an average 7th- or 8th-grade student |
7.0–7.9
| easily understood by an average 9th- or 10th-grade student |
8.0–8.9
| easily understood by an average 11th- or 12th-grade student |
9.0–9.9
| easily understood by an average college student |
See also
References
{{Reflist|1}}
{{Readability tests}}
{{DEFAULTSORT:Dale-Chall readability formula}}