Reading Time Calculator
Turn a word, page or character count into silent and read-aloud time, or find how many words fill a time slot, using research-based reading rates.
Reading Time Calculator
Background.
Every reading-time estimate is a single division, words over words per minute, and all of the uncertainty sits in the second number. A 1,500-word article is 1,500 words for everyone. For a fluent adult reading silently it is a little over six minutes; read out loud it is more than eight; for someone reading in a second language, or studying to remember, it is longer again.
The defaults here come from the largest review of the question. Marc Brysbaert's 2019 meta-analysis pooled 190 studies and 18,573 participants and put silent reading of English non-fiction at 238 words per minute, fiction at 260, and reading a prepared text aloud at 183. Those figures are lower than the speeds often quoted in popular writing, and they are averages: your reader may be well above or below them, which is why every rate is an editable field.
The calculator also runs backwards, which is the direction speechwriters and editors usually need. Give it a slot of 18 minutes and it returns the 4,284 words that fill it at 238 words per minute. Remember the slot is measured at the silent rate, so a script meant to be spoken should be sized with a speaking rate in that field, or it will overrun.
Lengths can be entered as words, pages or characters. Pages are converted with a words-per-page setting that defaults to 250, the figure for a double-spaced 12-point manuscript page; a typeset paperback holds more, roughly 350 to 450. Characters are divided by five, the text-entry convention that counts a word as five characters including the space after it. If you have the text itself rather than a count, the word counter will count it for you.
What is reading time calculator?
Reading time is the length of a passage divided by a reading rate. The length can be counted exactly; the rate is a property of the reader and the task, not of the text. Researchers separate several rates that everyday estimates blur together: silent reading for comprehension, reading aloud, which is capped by how fast a voice can articulate, and the much faster skimming and scanning that Ronald Carver's model treats as different gears altogether. Brysbaert traces the gap between fiction and non-fiction to word length, since non-fiction uses longer words. A reading-time figure is therefore only meaningful alongside the rate that produced it.
How to use this calculator.
- Pick a direction: 'Length → reading time' for a passage you can measure, or 'Time slot → length' to find how many words fit the minutes you have.
- For a length, choose words, pages or characters and enter the figure. For pages, first set words per page to match the format; for characters, use a count that includes spaces.
- For a time slot, enter the minutes. If the text will be spoken, replace the silent reading rate with your delivery rate so the word count fits the talk rather than a silent read.
- Adjust the rates to the reader: 260 for fiction, lower for dense technical material, reading to memorise, or a second-language reader. Timing yourself over a few pages of the real text gives the best figure.
- Read the labelled time for a quick answer and the decimal minutes when you need to add several passages together; add the decimals and convert the total once.
The formula.
Everything starts from a word count W. Words are taken as entered; pages become W = pages × words per page; characters become W = characters ÷ 5. Silent reading time is t_silent = W ÷ R_silent and read-aloud time is t_aloud = W ÷ R_aloud, both in minutes. In the reverse direction the word count is W = t_slot × R_silent, so a slot and its word count convert back and forth without drift. The other outputs restate W: pages = W ÷ words per page and characters = W × 5. The time labels are built by converting the minutes to seconds, rounding to the nearest whole second and then splitting into hours, minutes and seconds. Because both times divide the same word count, their ratio is fixed by the rates alone: at the defaults the read-aloud time is always 238 ÷ 183 = 1.3005 times the silent time, whatever the length.
A worked example.
A 1,500-word feature article at the default rates. Silent reading: 1,500 ÷ 238 = 6.3025 minutes. Multiplied by 60 that is 378.15 seconds, which rounds to 378 seconds, or 6 min 18 sec. Read aloud at 183 words per minute, the same article takes 1,500 ÷ 183 = 8.1967 minutes, which is 492 seconds: 8 min 12 sec. Restated in the other units, 1,500 ÷ 250 = 6 manuscript pages and 1,500 × 5 = 7,500 characters. The gap between those two times grows with length. An 18-minute slot filled at the silent rate holds 18 × 238 = 4,284 words, and reading those aloud takes 4,284 ÷ 183 = 23.4098 minutes, or 23 min 25 sec, which is why a script sized for a silent read runs more than five minutes over when it is delivered.
Frequently asked questions.
How long does it take to read a 300-page book?
How many words should a five-minute speech be?
Why does this site's word counter give a longer reading time?
Why is reading aloud slower than reading silently?
My word processor shows characters with and without spaces. Which do I enter?
How long is an 80,000-word novel?
References& sources.
- [1]Brysbaert, M. (2019). "How many words do we read per minute? A review and meta-analysis of reading rate." Journal of Memory and Language, 109, 104047. The source of this page's rate defaults: across 190 studies and 18,573 participants, silent reading of non-fiction averages 238 wpm, fiction 260 wpm, and reading aloud 183 wpm. Access note: the DOI resolves to Elsevier and ScienceDirect returned HTTP 403 to automated retrieval on 2026-07-29, so the figures were taken from the open abstract and cross-checked against the same figures already cited on this site's word counter; the full text was not opened.
- [2]Tauroza, S. & Allison, D. (1990). "Speech Rates in British English." Applied Linguistics, 11(1), 90–105. Used as the independent check on the read-aloud default rather than as its source. Their speech-rate guidelines put 'average' spontaneous and broadcast speech at 125–160 wpm, which does not conflict with Brysbaert's 183 wpm for oral reading — the two measure different constructs, and prepared reading being faster than unscripted speech is the expected direction. Abstract open; full text gated.
- [3]Carver, R. P. (1990). Reading Rate: A Review of Research and Theory. Academic Press. Print monograph, cited bibliographically and not retrieved online. Source of the five-rate taxonomy quoted in the FAQs — memorising about 100 wpm, learning 200, normal silent reading 300, skimming 450, scanning 600 — used here only to justify the width of the editable rate range, not to set any default.
- [4]MacKenzie, I. S. "A Note on Calculating Text Entry Speed" (York University). The definition behind the characters unit: a "word" in text-entry research is five characters including the following space. This is a definition rather than a measurement, and it is the same divisor the live typing speed calculator on this site uses, so the two pages agree on what a word is.
- [5]Science Fiction & Fantasy Writers Association — Manuscript Format. Specifies the standard submission page: 12-point type, double-spaced, one-inch margins. It supplies the page geometry from which the 250-words-per-page convention is derived, and deliberately not a words-per-page number — no standards body publishes one, which is why words-per-page is an editable input on this page and is labelled a convention rather than a standard.
How this page was produced
- Published by
- Quanta Calculator
- Overseen by
- Daniel, Quanta Calculator Researcher
- Primary sources
- 5 cited below
- Method
- t_silent = W ⁄ R_silent t_aloud = W ⁄ R_aloud W = t_slot × R_silent
- Published
- Last verified
Built with AI assistance and verified by automated tests against the cited sources — every worked example on this page is computed by the same code that runs the calculator. How we build and check calculators.
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