schnurrito to xkcd@lemmy.worldEnglish · 17 hours agoxkcd #3023: The Maritime Approximationxkcd.comexternal-linkmessage-square7fedilinkarrow-up1117arrow-down11file-text
arrow-up1116arrow-down1external-linkxkcd #3023: The Maritime Approximationxkcd.comschnurrito to xkcd@lemmy.worldEnglish · 17 hours agomessage-square7fedilinkfile-text
It works because a nautical mile is based on a degree of latitude, and the Earth (e) is a circle. https://explainxkcd.com/3023/
minus-squarepalordrolap@fedia.iolinkfedilinkarrow-up27·15 hours agoObligatory repeat of the fact that the ratio between miles and kilometres is ln(5), correct to less than 0.01% (yes, that’s a percent of a percent). The golden ratio or Fibonacci numbers are used more often for the same trick but they’re off by, at best, very slightly worse than 0.5%.
minus-squareagamemnonymous@sh.itjust.workslinkfedilinkEnglisharrow-up4·7 hours agoFibonacci numbers are easier than ln(5) to calculate on the spot tho
minus-squarepalordrolap@fedia.iolinkfedilinkarrow-up1·6 hours agoYou’re not wrong. The ln(5) trick is for when you have a scientific calculator but it doesn’t have the conversion built in.
Obligatory repeat of the fact that the ratio between miles and kilometres is ln(5), correct to less than 0.01% (yes, that’s a percent of a percent).
The golden ratio or Fibonacci numbers are used more often for the same trick but they’re off by, at best, very slightly worse than 0.5%.
Fibonacci numbers are easier than ln(5) to calculate on the spot tho
You’re not wrong. The ln(5) trick is for when you have a scientific calculator but it doesn’t have the conversion built in.
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