Skip to content
Redmoon Calculators
Readability scores

Powers-Sumner-Kearl Readability

The Powers-Sumner-Kearl formula estimates the U.S. grade level needed to read elementary-grade text. Pairs naturally with Spache and Dale-Chall.

Built and maintained by Paul Clark, Redmoon Software · Last verified · Sources

When to use this

Use Powers-Sumner-Kearl for elementary text. It pairs naturally with Spache for K-4 readers and Dale-Chall for grades 4-8. Originally a simplified variant of Flesch designed for primary education.

How it compares

PSK is one of three primary-grade formulas (with Spache and Dale-Chall). The three together provide consensus for elementary text. PSK is the simplest and fastest of the three.

0 chars

How it works

Powers-Sumner-Kearl is a simplified Flesch variant from 1958: 0.0778 × avg sentence length + 0.0455 × syllables-per-100-words − 2.2029.

It outputs a grade level calibrated for primary education (grades 1-6).

Use alongside Spache and Dale-Chall for a primary-grade consensus.

Formula

FAQs

How does PSK differ from Flesch-Kincaid?

Same inputs (sentence length + syllables) with different coefficients. PSK is calibrated for primary grades; FK extends through college.

Why use PSK over PK?

For elementary text (grades 1-6), PSK is better calibrated. For older audiences, use Flesch-Kincaid.

Is PSK still used?

In academic reading research, yes. In commercial writing, Flesch-Kincaid dominates. PSK shines as a third opinion for primary text.

Worked example

Input

A 50-word elementary text with short sentences and one-syllable words.

Output

PSK grade 2.8 — primary.

Short sentences (avg 8 words) and low syllables-per-100 (110) place this firmly in early elementary range.

Common pitfalls

  • Calibrated for grades 1-6; results above grade 6 are unreliable.
  • Doesn't check vocabulary familiarity — use Spache for that.
  • Short samples (< 100 words) are noisy.
  • Modern children's vocabulary may differ from the formula's 1958 calibration.

A recalculation, not a new formula

Powers, Sumner and Kearl did not invent a readability measure in 1958. They took four existing ones — including Flesch and Dale–Chall — and refitted their coefficients against a single common criterion, so that the four could be compared on equal terms rather than each reporting against its own calibration.

What this tool implements is that recalculated variant. It is fitted to primary-grade material, which is why it produces a much narrower range of grade levels than the formulas it derives from, and why it looks oddly optimistic on adult prose.

Where the narrow range comes from

Because the refitting used a criterion set of children's reading material, the model has little to say above about sixth grade — the outputs bunch up. A university paper and a broadsheet editorial can land within a grade of each other, which is not a useful distinction.

Its value is historical and comparative: it is the clean way to see how much of the disagreement between classic formulas is genuine and how much is just different calibration. For a working readability judgement on adult text, use one of the formulas fitted to adult text.

Where these numbers come from

The method behind this tool, so you can check it rather than take it on trust.

  • Powers, R.D., Sumner, W.A. & Kearl, B.E. (1958). “A recalculation of four adult readability formulas.” Journal of Educational Psychology, 49(2), 99–105.

    Recalibrated four earlier formulas against a common criterion; this tool implements the recalculated variant.

Read more about this

Related tools

Send feedback

We read every message. Tell us what could be better or what you love.