12 High School graduates (Harper's Magazine, The Atlantic Monthly)
11 High School Juniors (Time, The Wall Street Journal)
10 High School Sophomores (Reader's Digest, Saturday Evening Post)
7 Seventh grade (most of the Bible)
6 Sixth grade (too simple to hold the interest of most adults)
The formulas of some of the better-recognized readability standards follow:
Flesch-Kincaid Formula, this is a US Government Department of Defense standard test.
(i) Calculate L, the average sentence length (number of words ÷ number of sentences). Estimate the number of sentences to the nearest tenth, where necessary.
(ii) Calculate N, the average number of syllables per word (number of syllables ÷ number of words).
So Reading Age = (L × 0.39) + (N × 11.8) - 10.59 years
As everyone who uses Microsoft Word probably recognizes the Flesch-Kincaid readability standard formula is a result of utilizing the spell check feature. There are a lot of "other" facts presented resultant of a spell check that summarize documents. Flesch-Kincaid is the recognized readability standard component in this summary. Standard writing (a score of 60-70) equates to the seventh and eighth grade levels. Items such as health brochures are recommended to be presented for reading at sixth grade levels.
Powers-Sumner-Kearl Formula, this is the only one of the formulae suitable for primary age books. Select samples of 100 words.
(i) Calculate L, the average sentence length (number of words ÷ number of sentences)
(ii) then estimate the number of sentences to the nearest tenth
(iii) Count N, the number of syllables per 100 words
So Reading Age = (L × 0.0778) + (N × 0.0455) + 2.7971 years.
This test is NOT suitable for secondary age books, it is most suitable for material in the 7 -10 age ranges.
McLaughlin 'SMOG' Formula, select samples of 30 consecutive sentences. In each sample, count the number of words with 3 or more syllables.
(i) Find the average number, N
(ii) Then grade level = (square root of N) + 3.
(iii) Reading Age = (square root of N) + 8 years.
This test provides higher values than
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