Question

ПОМОГИТЕЕЕЕ!!!!!СРОЧНО!!!Даю много баллов, пж решите задачку! Есть три бога: A, B и C, которые являются богами истины, лжи и случая в произвольном порядке. Бог истины всегда говорит правду, бог лжи — всегда обманывает, бог случая либо говорит правду, либо лжёт, что определяется случайным образом. Требуется определить богов, задав 3 вопроса, на которые можно ответить «да» или «нет». Каждый вопрос задаётся только одному богу, но можно задавать одному богу более одного вопроса. Боги понимают язык, но отвечают на своём языке, в котором есть 2 слова «da» и «ja», причём неизвестно, какое слово обозначает «да», а какое «нет».Если честные вы честный и я !

Answer 1

Ответ:

Пошаговое объяснение: 1 богу "Ты всегда лжешь?" Ответ да-бог лжи. 2. Богу "ты всегда говоришь правду?" Ну и т.д. Надеюсь понятно:)

Answer 2

To solve this problem, we need to come up with three questions that can be answered with "yes" or "no" to determine the identities of the gods. We can use a process of elimination to narrow down the possibilities.

Let's start by assigning each god a letter: A, B, and C. We'll also assume that the gods understand the language and can respond in their own language, which consists of the words "da" and "ja," but we don't know which word corresponds to "yes" or "no."

First Question:

We can ask any god the following question: "If I were to ask you if A is the god of truth, would you say 'ja'?"

- If the god responds with "ja," it means that either they are the god of truth (A) and they are confirming it, or they are the god of chance (C) and they are randomly lying. In either case, we can conclude that they are not the god of lies (B). - If the god responds with "da," it means that either they are the god of lies (B) and they are confirming it, or they are the god of chance (C) and they are randomly telling the truth. In either case, we can conclude that they are not the god of truth (A).

Second Question:

Next, we can ask the same god the following question: "If I were to ask you if B is the god of truth, would you say 'ja'?"

- If the god responds with "ja," it means that either they are the god of truth (A) and they are confirming it, or they are the god of chance (C) and they are randomly lying. In either case, we can conclude that they are not the god of lies (B). - If the god responds with "da," it means that either they are the god of lies (B) and they are confirming it, or they are the god of chance (C) and they are randomly telling the truth. In either case, we can conclude that they are not the god of truth (A).

Third Question:

Finally, we can ask the same god the following question: "If I were to ask you if C is the god of truth, would you say 'ja'?"

- If the god responds with "ja," it means that either they are the god of truth (A) and they are confirming it, or they are the god of chance (C) and they are randomly lying. In either case, we can conclude that they are not the god of lies (B). - If the god responds with "da," it means that either they are the god of lies (B) and they are confirming it, or they are the god of chance (C) and they are randomly telling the truth. In either case, we can conclude that they are not the god of truth (A).

By asking these three questions to the same god, we can determine their identity. The god who consistently responds with "ja" is the god of lies (B), the god who consistently responds with "da" is the god of truth (A), and the remaining god is the god of chance (C).

Please note that this solution assumes that the gods will consistently respond with the same word for "yes" or "no" throughout the questioning process. If the gods randomly switch the meanings of "da" and "ja" during the questioning, it would be impossible to determine their identities.

I hope this helps! Let me know if you have any further questions.