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23 gru 2023 · Answer: Diophantus died at the age of 84. The information in the question can be represented by the following equation, in which x = the age in which Diophantus died: x = x/6 + x/12 + x/7 + 5 + x/2 + 4
7 lip 2022 · Click here to see if you’re right—and to get an incredibly in-depth breakdown of how to solve this problem, plus the complete answers to almost 100 other challenging riddles.
9 wrz 2019 · After 7.5 million years of processing, the computer reaches an answer: 42. Only then do the programmers realize that nobody knew the question the program was meant to answer.
Before the boy was born, already (one-sixth (D) + one-twelfth (D) + one-seventh (D) + 5 years) had passed. For B, I concluded that this must be equal to Diophantus's age at the birth of the boy (or 'd' for short) + 2 years. This is because when the boy died, Diophantus still lived another 4 years.
Solution. Inside Amanda. Proof. Let [Math Processing Error] M be the age in years of Amanda now. Let [Math Processing Error] C be the age in years of John now. We have: So John is [Math Processing Error] − 3 4 years old, that is, [Math Processing Error] − 9 months. That is, John will be born in [Math Processing Error] 9 months time.
5 dni temu · Diophantus's riddle is a poem that encodes a mathematical problem. In verse, it read as follows: 'Here lies Diophantus,' the wonder behold.
