Cheryl's birthday problem is a logic puzzle that requires no math. Here is the problem: Cheryl wants Albert and Bernard to guess her birthday, and gives these possible dates: May 15, May 16, May 19, June 17, June 18, July 14, July 16, August 14, August 15, August 17.Albert knows the correct month, and Bernard knows the correct day.Albert says, "I don't know Cheryl's birthday, and I know Bernard doesn't know."Then Bernard says, "I...
Đọc tiếp
Cheryl's birthday problem is a logic puzzle that requires no math. Here is the problem: Cheryl wants Albert and Bernard to guess her birthday, and gives these possible dates: May 15, May 16, May 19, June 17, June 18,
July 14, July 16, August 14, August 15, August 17.
Albert knows the correct month, and Bernard knows the correct day.
Albert says, "I don't know Cheryl's birthday, and I know Bernard doesn't know."
Then Bernard says, "I didn't know at first, but I now know Cheryl's birthday."
Albert says, "Now I also know!" When is Cheryl's birthday?
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Đây là một bài toán (puzzle maths problem) rất hay từng gây rất nhiều tranh cãi MXH
Mình làm được và đã có kết quả nhưng muốn chia sẻ với tất cả mọi người về bài toán này
Mình muốn các bạn tự làm bằng tiếng Việt (vì đã có đáp án bằng tiếng Anh) và không sao chép kết quả từ trên mạng.
Bạn nào làm đúng mình sẽ tick XD
ko thể trả lời được vì không thấy dữ liệu bài.Có thể bạn thiếu đề.Hãy hỏi lại thầy giáo hoặc cô giáo tiếng Anh để hỏi lại đề.
Line 1) Albert: I don’t know when Cheryl’s birthday is, but I know that Bernard doesn’t know too.
All Albert knows is the month, and every month has more than one possible date, so of course he doesn’t know when her birthday is. The first part of the sentence is redundant.
The only way that Bernard could know the date with a single number, however, would be if Cheryl had told him 18 or 19, since of the ten date options only these numbers appear once, as May 19 and June 18.
For Albert to know that Bernard does not know, Albert must therefore have been told July or August, since this rules out Bernard being told 18 or 19.
Line 2) Bernard: At first I don’t know when Cheryl’s birthday is, but now I know.
Bernard has deduced that Albert has either August or July. If he knows the full date, he must have been told 15, 16 or 17, since if he had been told 14 he would be none the wiser about whether the month was August or July. Each of 15, 16 and 17 only refers to one specific month, but 14 could be either month.
Line 3) Albert: Then I also know when Cheryl’s birthday is.
Albert has therefore deduced that the possible dates are July 16, Aug 15 and Aug 17. For him to now know, he must have been told July. Since if he had been told August, he would not know which date for certain is the birthday.
The answer, therefore is July 16.