Unit conversion

How to Convert Inches, Feet and Celsius: A Guide to Everyday Unit Conversions

A shelf listed in inches, a height given in feet, an oven set in Fahrenheit: these conversions come up all the time, and they are the kind of thing most people look up rather than remember. We added a free unit converter for exactly these cases. This guide covers the formulas behind it, the shortcuts worth memorizing, and the mistakes that catch people out.

Just need the answer? Type in either box and the other one updates as you go.

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Inches and centimeters

One inch is exactly 2.54 centimeters. That is the definition of the inch, not a rounded figure, so the conversion is a single multiplication or division:

cm = inches × 2.54
inches = cm ÷ 2.54

Example 1: Monitor size

A 27-inch monitor measures 27 inches across the diagonal. In centimeters, that is 27 × 2.54 = 68.58 cm.

Example 2: Going the other way

A picture frame is 40 cm wide. In inches, that is 40 ÷ 2.54 = 15.75 inches, rounded to two decimal places.

Feet and centimeters

A foot is 12 inches, so one foot is 12 × 2.54 = 30.48 centimeters, also exact:

cm = feet × 30.48
feet = cm ÷ 30.48

Example 3: Ceiling height

An 8-foot ceiling is 8 × 30.48 = 243.84 cm, or just over 2.4 meters.

Heights in feet and inches

Heights are usually written in two parts, like 5'11", which needs one extra step. The easiest route is to turn everything into inches first, because a foot is always 12 inches:

Example 4: 5'11" to cm

Total inches: (5 × 12) + 11 = 71 inches.

Convert: 71 × 2.54 = 180.34 cm.

Example 5: 170 cm to feet and inches

Total inches: 170 ÷ 2.54 = 66.93 inches.

Whole feet: 66.93 ÷ 12 = 5 feet with a remainder. 5 × 12 = 60, so 66.93 − 60 = 6.93 inches.

Result: about 5'7".

The inches converter handles both of these. Work out the total inches, then type that number in.

Common lengths at a glance

ItemImperialMetric
Standard ruler12 in30.48 cm
Laptop screen15.6 in39.62 cm
Computer monitor27 in68.58 cm
Living room TV55 in139.7 cm
Person's height6 ft182.88 cm
Ceiling height8 ft243.84 cm

Celsius and Fahrenheit

Temperature takes two steps, because the scales differ in both size and starting point. A Celsius degree is 9/5 the size of a Fahrenheit degree, and water freezes at 0 °C but 32 °F:

°F = (°C × 9/5) + 32
°C = (°F − 32) × 5/9

The order matters. Going to Fahrenheit, you multiply first and add 32 last. Going to Celsius, you subtract 32 first and multiply last.

Example 6: A warm day

25 °C: 25 × 9/5 = 45, then 45 + 32 = 77 °F.

Example 7: An oven setting

350 °F: 350 − 32 = 318, then 318 × 5/9 = 176.67 °C. Most recipes round this to 180 °C.

Oven temperatures

Recipes rarely use the exact conversion. They round to a number that is easy to set on the dial, as this table shows:

CelsiusExact FahrenheitUsually written as
150 °C302 °F300 °F
160 °C320 °F325 °F
180 °C356 °F350 °F
200 °C392 °F400 °F
220 °C428 °F425 °F

Why length is a ratio and temperature is not

Inches and centimeters always have the same ratio, 1 : 2.54. Double the inches and you double the centimeters, and zero inches is zero centimeters. That makes any length conversion a proportion you can solve like any other:

1 : 2.54 = 10 : x, so x = 25.4 cm

See it as a proportion, with the values already filled in. Press Calculate to solve for D.

Try it in the calculator

Temperature does not work this way, because 0 °C is not 0 °F. Compare 10 °C, which is 50 °F, with 20 °C, which is 68 °F. The Celsius figure doubled, but the Fahrenheit figure did not. So 10 : 50 and 20 : 68 are not equal ratios, and the ratio calculator cannot convert temperatures. You need the temperature converter or the formula above. For more on setting up proportions, see our guide to cross-multiplication.

Shortcuts you can do in your head

These are estimates, so use the exact figures for anything you are cutting, building or ordering.

ConversionShortcutEstimateExact
Inches to cmMultiply by 2.510 in ≈ 25 cm25.4 cm
Feet to cmMultiply by 306 ft ≈ 180 cm182.88 cm
°C to °FDouble it, add 3020 °C ≈ 70 °F68 °F
°F to °CSubtract 30, halve it70 °F ≈ 20 °C21.11 °C

The temperature shortcut suits weather, but it drifts at higher temperatures. It turns 180 °C into 390 °F when the real answer is 356 °F, so do not use it for ovens.

Common mistakes to avoid

1. Reading decimal feet as feet and inches

5.5 feet is not 5'5". The decimal part is a fraction of a foot, so 0.5 feet is 6 inches and 5.5 feet is 5'6". Likewise, 5'11" is about 5.92 feet, not 5.11 feet. If you enter a height into the feet converter, use the decimal form or convert via total inches as shown above.

2. Multiplying when you should divide

A quick sense check catches this one. A centimeter is smaller than an inch, so the number of centimeters should always be larger than the number of inches. If your 10-inch shelf came out at 3.94 cm, you divided instead of multiplied.

3. Adding 32 to a temperature change

The 32 only applies to actual temperatures, not differences between them. A rise of 10 °C is a rise of 10 × 9/5 = 18 °F, not 50 °F. If the forecast says it will be 10 °C warmer tomorrow, that means 18 °F warmer.

4. Rounding too early

Using 2.5 instead of 2.54 feels harmless, but the error grows with the measurement. For 100 inches, it gives 250 cm instead of 254 cm, which is 4 cm off. That is enough to stop a piece of furniture fitting in an alcove.

Frequently asked questions

How many centimeters are in an inch?

Exactly 2.54. The inch has been defined as 25.4 millimeters since the international yard and pound agreement of 1959.

How many centimeters are in a foot?

Exactly 30.48, because a foot is 12 inches and 12 × 2.54 = 30.48.

Is there a temperature where Celsius and Fahrenheit match?

Yes, at −40. Both −40 °C and −40 °F are the same temperature. It is the only point where the two scales meet.

Can I enter feet and inches into the converter?

Not as a single value yet, because the feet box takes decimal feet. For a height like 5'11", work out the total inches (71) and use the inches converter, which gives 180.34 cm.

How accurate is the converter?

Results are rounded to four decimal places, which is far more precise than most everyday measurements need. Very small values keep four significant figures so they do not round down to zero.