Sketchplanations

Explaining one thing a week in a sketch

Temperature palindromes: Handy reference points for converting fahrenheit to celsius - 82-28 and 61-16

Temperature Palindromes: Converting Between Fahrenheit and Celsius

As someone who’s spent time—and has friends—on both sides of the Atlantic, I’ve often needed to understand temperatures in both Fahrenheit and Celsius.

Like learning a new language or switching between miles and kilometres, the best way is to immerse yourself in a new scale so you just know what 55°F or 24°C feels like. But if you haven't reached that point, it can be helpful to have a few conversion benchmarks.

Fahrenheit and Celsius Temperature Palindromes

These two temperature palindromes are handy markers for gauging temperatures in both Fahrenheit and Celsius—and they’re surprisingly accurate:

  • 82°F is 28°C
  • 61°F is 16°C

I'm partial to a palindrome—a word or number that is read the same backwards as forwards—and as far as I'm concerned, it makes these two much easier to remember.

A couple of related points people shared with me, though some are less useful for the average weather forecast:

  • 68°F = 20°C and 86°F = 30°C — useful benchmarks and 68/86 are palindromic
  • 104°F is 40°C — almost a palindrome
  • 11°F is ≈ -11°C (Actually -11.7°C.)
  • -40°F = -40°C

How to Convert Fahrenheit to Celsius (and vice versa)

The actual formula to convert Fahrenheit to Celsius is:

C = (F – 32) x 5/9

This is because:

  • The Fahrenheit scale starts at 32° higher than the Celsius scale. So, 32°F is 0°C.
  • The 5/9 means that each degree Celsius is just under 2 degrees Fahrenheit—it's actually 1.8°F.

This is why the basic conversion from Fahrenheit to Celsius that I use is "Minus 32, divide by 2" (which handily rhymes).

It's not perfect because each degree Fahrenheit is not quite half of a degree Celsius, but it's pretty close.

Using this simplified formula for the palindrome figures gives:

  • 82°F-32=50, divide 50/2 = 25°C (it's actually 27.8°C)
  • 61°F-32=29, divide 29/2 = 14.5°C (it's actually 16.1°C)

If you don't fancy some mental maths, using the palindromes is not a bad starting point. If you see a temperature around 61°F, you know it's around 16°C, and a temperature around 82°F is going to be around 28°C.

Hope it's helpful!

Related Ideas to Temperature Palindromes

Keep exploring

The two primary temperature scales of Celsius and Fahrenheit side-by-side calling out water freezing, body temperature and water boiling
Brenda Ueland quote: What is the purpose of existence but to discover truth and beauty and share it with others? showing a person finding a flower, painting it, and then enjoying seeing others experience the same emotions they did
What is Naismith's Rule for calculating walking time in the mountains example explained with a mountain ridge with hikers and lines for the horizontal distance and time and ascent and time
Contranym explained
The Learning Pit illustration: a journey from left to right; an individual faces a learning challenge represented by a large pit they need to reach the other side of. Having fallen down into the pit, the challenge seems more difficult than first anticipated. As the picture becomes clearer they discover what they need to climb up the other side to a point where they can look back down at the pit having mastered the challenge.
The Haversine Formula illustration: a portion of the earth's globe is shown with a green arc drawn between the cities of London, UK and  Seattle, WA. The mathematical Haversine formula takes into account the curvature of the earth's surface when calculating the true distance between two points on a curved surface.
Buy Me A Coffee