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TempWise

Celsius to Fahrenheit Converter

Multiply by 9/5 and add 32 — temperature scales need an offset, not just a factor.

Everyday temperatures in Celsius and Fahrenheit

Multiply by 9/5 and add 32. Unlike length or weight, temperature scales have different zero points, so this is not a simple multiplication.

What it isCF
Water freezes032.0
Fridge temperature439.2
Room temperature2068.0
Warm summer day2577.0
Body temperature3798.6
Fever threshold38100.4
Hot bath40104.0
Water boils100212.0

The offset is what makes temperature different from every other conversion here: you cannot just scale, because 0 C is 32 F rather than 0 F. Two anchors are worth memorising - 0 C is 32 F and 100 C is 212 F - and the scales cross at -40, where both read the same. For a mental estimate, double the Celsius and add 30: 20 C gives about 70 against the true 68, which is close enough for weather. Body temperature at 37 C is 98.6 F, the familiar figure.

Converting Celsius to Fahrenheit requires multiplying by nine-fifths and then adding thirty-two. Temperature is unlike length or mass in this respect: the two scales have both different degree sizes and different zero points, so no single multiplication factor can convert between them. That offset is what makes temperature conversion feel fiddly compared with, say, inches to centimetres.

The reason the scales differ so oddly is historical. Celsius set zero at the freezing point of water and one hundred at its boiling point, dividing that range into a hundred degrees. Fahrenheit, devised earlier, used a different set of reference points entirely — a brine freezing mixture near zero and human body temperature near ninety-six — which left water freezing at thirty-two and boiling at two hundred and twelve, an interval of a hundred and eighty degrees. That is where the nine-fifths ratio comes from: a hundred and eighty over a hundred.

Some reference points are worth memorising because they anchor everything else. Zero Celsius is thirty-two Fahrenheit, water boils at a hundred Celsius and two hundred and twelve Fahrenheit, and normal body temperature is thirty-seven Celsius or ninety-eight point six Fahrenheit. That last figure's suspicious precision is an artefact: it comes from converting a rounded thirty-seven degrees Celsius and carrying the decimal, giving a false impression of exactness that the original measurement never had.

There is also one crossing point where the two scales agree, at minus forty degrees, which is the only temperature where the Celsius and Fahrenheit readings are identical. For rough mental conversion, doubling the Celsius figure and adding thirty gets close in the range of everyday weather — twenty Celsius gives seventy against the true sixty-eight — though the approximation drifts at more extreme temperatures.

Why temperature needs an offset

Celsius and Fahrenheit have different degree sizes and different zero points, so conversion needs both a ratio and a shift. The 9/5 ratio comes from Fahrenheit spanning 180 degrees between water's freezing and boiling points where Celsius spans 100; the +32 accounts for the different zeros.

98.6 °F is falsely precise

Normal body temperature is about 37 °C. Converting that rounded figure gives 98.6 °F, whose decimal implies a precision the original measurement never had. Body temperature actually varies through the day and between people by a degree or more.

Frequently asked questions

What is the formula for Celsius to Fahrenheit?

Multiply by 9/5 (or 1.8) and add 32. So 20 °C × 1.8 = 36, plus 32 = 68 °F. The addition is essential — the two scales have different zero points, so a factor alone won't do it.

What is 20 °C in Fahrenheit?

68 °F, a comfortable room temperature. Other anchors worth knowing: 0 °C is 32 °F, 37 °C is 98.6 °F, and 100 °C is 212 °F.

Is there a temperature where both scales read the same?

Yes, −40. At minus forty degrees the Celsius and Fahrenheit readings are identical, which is the only point where the two scales cross.

What's a quick mental conversion?

Double the Celsius and add 30. For 20 °C that gives 70 against the true 68 — close enough for weather. The approximation drifts further at extreme temperatures, so use the real formula when it matters.

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Last updated: September 6, 2026