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SMOG Readability Calculator Online

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The SMOG Readability Calculator is an invaluable tool used to gauge the readability of written text. Its primary function is to compute the SMOG score, which offers insight into the ease of comprehension for a given piece of writing, aiding authors in tailoring their content to specific audience comprehension levels.

Formula of SMOG Readability Calculator

The SMOG Score is calculated using the formula:

SMOG Score = 1.0430 * √(30 * (Number of polysyllable words / Number of sentences)) + 3.1291

Variables:

  • Number of polysyllable words: The count of words containing three or more syllables in a given text.
  • Number of sentences: The total number of sentences within the same text sample.
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General Terms Table

TermDescription
SMOG ScoreNumerical assessment of text readability
Polysyllable WordsWords with three or more syllables
SentencesComplete statements in the text

The table provides a quick reference for terms associated with the SMOG Readability Calculator, aiding users in understanding the key concepts without recalculating each time.

Values Corresponding to the Formula

Polysyllable Words (Example)Sentences (Example)SMOG Score (Approx.)
100511.5
2001012.7
3001514.2
4002015.4
5002516.6

The table showcases various scenarios demonstrating the correlation between the number of polysyllable words, sentences, and the resulting approximate SMOG Score. This provides users with practical examples aiding in the interpretation of the calculator's output.

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Example of SMOG Readability Calculator

Consider an article containing 300 polysyllable words and 15 sentences. Applying the formula:

SMOG Score = 1.0430 * √(30 * (300 / 15)) + 3.1291 SMOG Score ≈ 14.2

This SMOG score implies that the content requires a comprehension level equivalent to a 14th-grade student to easily understand.

Most Common FAQs

Q: How does the SMOG Readability Calculator help in content creation?

A: The calculator aids writers in assessing text complexity, allowing adjustments to match the targeted audience's reading level.

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