31 oct = 25 dec YouTube
DEC before 25 indicates "deca" or 10. So multiply the first number by 10 then add 5. You get 25. OCT before 31 indicates "Octal" or 8. Multiply the first number by 8 then add 1. You get 25. The DEC and OCT define what you multiply the first number by to get the final value
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The joke here is that Octal 31 (which abbreviated looks like October 31st, Halloween) is equal to Decimal 25 (which abbreviated looks like December 25th, Christmas). Decimal and octal are two number systems with different bases. Decimal is the base-1.View the full answer
Why do programmers always mix up Halloween and Christmas? Because Oct 31 == Dec 25!
The decimal number 25 is 31 in octal, so Oct 31 = Dec 25. It's actually a rather clever joke, but it's pretty much ruined if you have to explain it. 17 comments elgati says: 28-Jul-2013 at 05:22. Yeah, very clever except that it should be: oct 31 == dec 25; Richard Carter says: 28-Jul-2013 at 09:43.
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1 [deleted] • 6 yr. ago Fishbuilder • 6 yr. ago It's a math joke: We use the base-10 numeral system which is also called the decimal system (because deci is greek and means 10). However, there are plenty of other numeral systems out there such as binary (base-2), octal (base-8) and hexadecimal (base-16).
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A: Because Oct. 31 = Dec. 25. Skilled engineers will definitely rejoice at the punchline of this one. This joke involves two number systems known as Octal and Decimal. Octal 31 (often abbreviated to Oct. 31) is equal to Decimal 25 (or Dec. 25), and vice versa. Because they can resemble month abbreviations, it often looks like this Oct. 31 = Dec.
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The answer is, "Because Oct 31 = Dec 25." Why are they equal? I've multiplied, divided, added, and subtracted them, but I still can't figure it out. Marilyn responds: This is a joke? Anyway, the.
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To test if octal 31 and decimal 25 are equal, we can convert octal 31 into decimal form by using the equation: 3 x 81 + 1 x 80 = 3 x 8 + 1 x 1 = 24 + 1 = decimal 25. This joke emphasizes the different number systems used in coding, which can help programmers remember the fundamentals. Collector's Comments:
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12 Comments on "Oct 31 = Dec 25" fivebee says February 7, 2014 @ 22:59 Ahhhh - a great nerdy math/programmer joke. The answer is that what appears as dates is really referring to numerical systems. Oct = octal, which is a base 8 numbering system and Dec = decimal, which is base 10. May 3, 2015 @ 23:33 January 26, 2017 @ 23:57 1) alarm rings
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Convert octal number 31 to decimal Number Base Converter Conversion to other bases Binary: Quaternary: Octal: Decimal: Hexadecimal: Base 32: Convert from/to decimal, hexadecimal, octal and binary. Octal Base conversion Calculator. Here you can find the answer to questions like: Convert octal number 31 to decimal or Octal to decimal conversion.
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Octal 31 is obviously equal to Decimal 25 but this is beyond my mathematic ability: To convert integer decimals to octal, divide the original number by the largest possible factor of 8 and successively divide the remainders by successively smaller factors of 8 until the factor is 0.
Question Why do computer scientists get Halloween and Christmas mixed up? Answer Because Oct
Specifically why is Oct. 31 = Dec. 25. Hint: you need to look at exactly how this is written. A short problem with a long pedigree. I found this in Martin Gardner's book 'The Colossal Book of Short Puzzles and Problems', problem 3.9 in my copy. He credits Solomon Wolf Golomb, the inventor of Polyominoes which inspired tetris.
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Why Do Programmers Confuse Halloween and Christmas? (Ans.) by Stanley Udegbunam Jul 5, 2022 programming 0 comments Programmers confuse Halloween and Christmas because in number base systems Oct 31 = Dec 25. Halloween is celebrated on October 8th and Christmas on December 25th. Oct and Dec are number bases which means Octal and Decimal respectively.
octal In programming, Oct 31 = Dec 25. Thumbs up if you get it. 😂 devRant
A mathematical joke is a form of humor which relies on aspects of mathematics or a stereotype of mathematicians. The humor may come from a pun, or from a double meaning of a mathematical term, or from a lay person's misunderstanding of a mathematical concept.
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