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Fahrenheit to Celsius Converter

Last verified May 2026 — runs in your browser

°C = (°F − 32) × 5⁄9.To convert Fahrenheit to Celsius, subtract 32 then multiply by 5/9. Body temperature 98.6 °F = 37 °C; the oven 350 °F ≈ 177 °C.

Convert Fahrenheit to Celsius
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Quick Values

Formula

°C = (°F - 32) × 5/9

Quick reference table

Common Fahrenheit to Celsius values — includes everyday body, oven, and weather points.
Fahrenheit Celsius
−40 °F −40 °C
0 °F −17.78 °C
32 °F 0 °C
50 °F 10 °C
68 °F 20 °C
77 °F 25 °C
98.6 °F 37 °C
100 °F 37.78 °C
212 °F 100 °C
350 °F 176.67 °C
400 °F 204.44 °C
451 °F 232.78 °C

How to Convert Fahrenheit to Celsius

  1. Enter the temperature.Type the temperature value in Fahrenheit.
  2. See the conversion.The Celsius equivalent appears instantly.

Fahrenheit to Celsius Converter

Type any Fahrenheit temperature — body temp, oven setting, weather forecast from a US source, recipe step, scientific datasheet — and the page renders the equivalent Celsius value live underneath, rounded to four decimal places. Below the absolute-zero limit (−459.67 °F) the page surfaces a warning instead of pretending the math is meaningful: that's the lowest physically possible temperature, the point where molecular motion stops, and any value below it is a physical impossibility. A swap button bounces you to the reverse Celsius-to-Fahrenheit page if you realised you typed in the wrong direction.

About this tool

The conversion uses the standard formula C = (F − 32) × 5⁄9, which dates back to Anders Celsius's original 1742 scale (originally 0 = boiling, 100 = freezing — the two endpoints were swapped in 1745 by Linnaeus to the modern convention). Fahrenheit was defined by Daniel Gabriel Fahrenheit in 1724 with three calibration points: 0 °F at the temperature of an ice/salt/ammonium chloride brine, 32 °F at the freezing point of pure water, and 96 °F (later corrected to 98.6) at human body temperature. Useful when reading a US weather report from outside the US, following an American recipe, interpreting an air-conditioning manual, comparing oven settings, or doing scientific work where the source uses imperial units. The 4-decimal precision is enough for almost every practical use; for ultra-precise scientific work use the original formula directly. Common reference points: water freezes at 32 °F = 0 °C, water boils at 212 °F = 100 °C, body temperature is 98.6 °F = 37 °C, room temperature is 68 °F = 20 °C, a hot summer day is 86 °F = 30 °C, and absolute zero (the lowest physically possible temperature) is −459.67 °F = −273.15 °C.

  • Standard formula C = (F − 32) × 5⁄9, accurate to 4 decimal places
  • Live conversion as you type — no Convert button needed
  • Absolute-zero warning when input goes below −459.67 °F
  • Swap button to flip to the reverse Celsius-to-Fahrenheit page
  • Copy result as "X °F = Y °C" with a single click
  • Accepts negative temperatures (down to absolute zero)
  • Decimal-place precision sufficient for cooking, weather, and casual science
  • No upload — every conversion runs locally in your browser
  • Useful for reading US weather reports, American recipes, A/C manuals
  • Reference: 32 °F = 0 °C (freezing) · 212 °F = 100 °C (boiling) · 98.6 °F = 37 °C (body)

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Frequently asked questions

Where do the numbers in the formula C = (F − 32) × 5⁄9 come from?

C = (F − 32) × 5⁄9 is the algebraic inverse of F = (C × 9⁄5) + 32: subtract 32 to shift the Fahrenheit origin (water freezing) down to the Celsius origin, then multiply by 5⁄9 to scale the smaller Fahrenheit degree up to the larger Celsius degree. The 5⁄9 ratio is the inverse of 9⁄5 = 1.8: each Celsius degree is 9⁄5 of a Fahrenheit degree, so each Fahrenheit degree is 5⁄9 = 0.555… of a Celsius degree. The fractional answer is exact in rational arithmetic; this page rounds to four decimal places for display.

Why was Fahrenheit's original body-temperature calibration 96 °F instead of 98.6?

Daniel Gabriel Fahrenheit's 1724 paper (Phil. Trans. Roy. Soc. London 33, no. 381, pp. 1–3) calibrated the upper end of his scale at 96 °F at human body temperature — a number chosen partly for arithmetic convenience (96 = 32 + 64, with 32 °F as the freezing point and 64 = 2⁶ as the span, allowing easy halving on a thermometer ruler). Later 19th-century thermometry, particularly Carl Reinhold August Wunderlich's 1868 axillary-temperature survey of around 25,000 patients ('Das Verhalten der Eigenwärme in Krankheiten'), refined the average to 37 °C / 98.6 °F. Modern medical research (Mackowiak et al. 1992, JAMA 268(12):1578–1580) actually finds the population mean closer to 36.8 °C ≈ 98.2 °F, with substantial individual and time-of-day variation; the 98.6 figure is conventional, not strictly accurate.

What is absolute zero, and how was its definition redefined in 2019?

Absolute zero is the lower limit of the thermodynamic temperature scale — the point at which classical thermal motion ceases — and equals exactly −459.67 °F = −273.15 °C = 0 K by definition. From 1954 to 2019, the kelvin was defined by setting the triple point of water to exactly 273.16 K (a property of a specific material under specific conditions). The 26th CGPM (November 2018) approved a redefinition that took effect on 20 May 2019: the kelvin is now defined by fixing the Boltzmann constant kB to exactly 1.380649×10⁻²³ J·K⁻¹, anchoring temperature to a fundamental physical constant rather than a material property — making realisations of the kelvin reproducible without reference to a particular sample of water.

Why doesn't this page convert directly to Kelvin or Rankine?

Kelvin and Rankine are linear shifts away from Celsius and Fahrenheit respectively, so deriving them is straightforward arithmetic without a separate tool: K = °C + 273.15, and R = °F + 459.67. This page is scoped to the everyday Celsius–Fahrenheit conversion that everyone needs (US weather, oven settings, body temperature). For scientific work that requires the absolute scales, the conversion is one extra add: F → C produces a Celsius value, and adding 273.15 yields kelvin (K = °C + 273.15). The Rankine equivalent is T(°R) = T(°F) + 459.67 — Rankine and Fahrenheit share degree size, so only the origin shifts. The 4-decimal display precision is enough for almost every practical use; ultra-precise work calls for the original formula directly with full IEEE-754 double precision.

How does this tool handle accessibility for screen readers?

The Celsius result and the absolute-zero warning region are inside an aria-live="polite" region — the W3C WCAG Success Criterion 4.1.3 (Status Messages, introduced in WCAG 2.1, Recommendation 5 June 2018; carried unchanged into WCAG 2.2, Recommendation 5 October 2023) pattern. Polite live regions queue announcements after any speech in progress, so updating the Fahrenheit input announces the new Celsius value without interrupting the user mid-sentence. Screen readers (NVDA, JAWS, VoiceOver) consume the live region automatically; the user does not need to do anything else.

Sources (7)
  • Fahrenheit, D. G. (1724). Experimenta circa gradum caloris liquorum nonnullorum ebullientium instituta — three-point calibration: 0 °F (ice/salt/ammonium chloride brine), 32 °F (freezing of pure water), 96 °F (human body). Philosophical Transactions of the Royal Society of London, Vol. 33, no. 381, pp. 1–3 (DOI 10.1098/rstl.1724.0002).
  • Celsius, A. (1742). Observationer om twänne beständiga grader på en thermometer. Kungliga Svenska Vetenskapsakademiens Handlingar — original 0 = boiling, 100 = freezing (reversed: Christin 1743, Linnaeus 1744).
  • Wunderlich, C. R. A. (1868). Das Verhalten der Eigenwärme in Krankheiten — axillary-temperature survey of ~25,000 patients establishing 37 °C / 98.6 °F as the conventional human body-temperature average. Otto Wigand, Leipzig.
  • Mackowiak, P. A., Wasserman, S. S., & Levine, M. M. (1992). A Critical Appraisal of 98.6 °F, the Upper Limit of the Normal Body Temperature, and Other Legacies of Carl Reinhold August Wunderlich. JAMA, 268(12), 1578–1580 (DOI 10.1001/jama.1992.03490120092034) — modern population mean ≈ 36.8 °C / 98.2 °F.
  • Preston-Thomas, H. (1990). The International Temperature Scale of 1990 (ITS-90). Metrologia, 27(1), 3–10.
  • Bureau International des Poids et Mesures (BIPM) (2019). The International System of Units (SI), 9th edition — kelvin redefined via Boltzmann constant. 26th CGPM (November 2018), effective 20 May 2019.
  • World Wide Web Consortium (W3C) (2018). Web Content Accessibility Guidelines (WCAG) 2.1 — Success Criterion 4.1.3 Status Messages. W3C Recommendation 5 June 2018; carried unchanged into WCAG 2.2 (Recommendation 5 October 2023).

These are the original publications the formulas in this tool are based on. Locate them by journal name and year on Google Scholar or PubMed.

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