After the death of the elders, there are white hats, then red hats, and then blue hats. What color a

In different cultures and traditions, the color of clothing during the mourning period after the death of an elder and during the mourning period may vary. Here are some common mourning periods and clothing colors:

1.White hats: In Chinese tradition, white hats are usually worn during mourning to show respect and mourning for the deceased. In some areas, white hats are worn only for the first three days or seven days after the death of an elder.

2.Red hats: In some parts of China, red hats are worn after the end of the mourning period to show respect and remembrance for the deceased. Red hats are usually worn after white hats.

3.Blue hats: In some cultures and traditions, blue hats are worn after the end of the mourning period to show respect and remembrance for the deceased.

4.Other colors: In some cultures and traditions, colors other than white, red, and blue may also be used to represent different stages of mourning.

It is important to note that different families and regions may have different traditions and customs, so the specific mourning period and clothing color may vary depending on the individual's circumstances.

You are wrong, it should be a white hat, a white hat with red cloth strips, a red hat, and a blue hat: they are children, grandchildren, great-grandchildren, and great-great-grandchildren.

White hats, white hats sewn red cloth strips, red hats, blue hats, black hats. The ones behind are all white hats. Only five generations!

It is rare for five generations to be in the same house. Isn't it nonsense to ask this.

Will there be another generation?

What kind of red hat do you wear, wear a white one?

Red hats generally refer to employees in the quality inspection department, blue hats are generally ordinary employees, production operators, and white hats are managers.

Red hats and blue hats are outsourced personnel, and white hats are Meiji regular employees.

Generally speaking, professional rescue.

The source aid personnel (note, professional rescue personnel, not the clothing of PLA soldiers) will wear eye-catching orange-red special rescue suits with reflective tape, and the "hat" they wear is also a matching protective helmet, which is also orange-red with reflective tape. The design facilitates the protection of rescuers in high-risk environments, with a bold orange-red color for morning safety and reflective tape for night safety.

Answer: Red Hat!

B thought about it before answering that he didn't know, saying that B saw that C's head was definitely not wearing a white hat, because "at least one of B and C was wearing a white hat", which means that if C was wearing a red hat, then B must be a red hat.

So it was based on this that C judged that he was wearing a red hat on his head!

A sees that BC is not sure, then BC has at most one person wearing a white hat. If C wears a white hat, no matter what color hat A wears, when asked B, B can answer that he wears a red hat based on the above known conditions. If B can't answer, then C is sure that C is not wearing a white hat.

That's definitely right.

All three of them wore red hats.

C's red hat, because AB said he didn't know Assuming A saw BC of different colors, then the rest was one white and two red, and if A saw the same color, both were white, then only red was left, and A said he didn't know, so A didn't bring red, and B said he didn't know, which means that he also saw the same situation as A, but before A said that he didn't know and B reasoned that there might be one white hat and red hat left, so he said he didn't know, at this time C saw AB with two colors of white, Then the answer is that it is the red of the C band and the white of the Ab band.

1.If two of A, B, and C wear white hats, they don't need to think about it to know the answer.

Under this rule, for A, he sees two red hats, and at the same time, he sees B and C both thinking about the problem.

If A is wearing a white hat. For B, B sees a white and a red, and at the same time, he also sees A and C thinking.

And if B is wearing a white hat, then C knows the answer without thinking.

Therefore B cannot be a white hat.

Therefore, if A wears a white hat, B and C will know that they are wearing a red hat.

Therefore, according to the thinking time, the armor belt is the red hat.

2.This is a typical concept of stealing.

For the three who paid out, they paid $10 and got back $1, for the earner boss he received $30 and paid $5, and for the younger brother, he received $5 and paid $3, which was balanced for everyone.

But if it adds up, it should be that 3 people paid a total of $27, of which $25 was given to the boss, $2 was given to the younger brother, and the younger brother paid another $3, adding up to $30. It should be noted that the younger brother earns $2 of the $27 paid by the three of them, and should not be counted towards the initial payment.

Everyone can see the hats of the other two people, and know that at least one of the three people has a red hat, and there may be a white hat, so the three people can't be sure what color they are wearing after seeing the other two people, but they can't tell the other two people so they know that they are also wearing a red hat

I think there is a problem with the first question, if A is a white hat, it still meets the conditions of the question if you push it back! Unless the condition is changed to A, B, C, know that at least two of the three people wear red hats.

You can't really add 2 and 27, you can only add 2 and 25, and 27 is the money that three people spend, and 2+25=27 is where their money goes. The 27 yuan spent by 3 people already includes the 2 yuan that was privately swallowed, how can you add 2 yuan again!

1: Analysis.

According to"But A, B, and C all said that their hats were red after thinking about it"

Illustrate the beginning of A. Neither B nor C was sure what color their hat was.

From A's point of view:

A sees that B and C are all red hats, and A thinks that if he doesn't wear a red hat, it's a white hat, then B sees that he (A) is a white hat and C is a red hat, but he can't be sure what color he is.

Then C sees that he (A) is a white hat, and B is not sure what color he is, and the title says that at least one of them is a red hat, then it means that B sees the red hat of himself (C), then C can determine the color of his hat, but the title is that C is not sure, which means that he (A) is not a white hat, and so all three of them get their own red hat.

2.Each person paid a total of 30 yuan at the beginning of the accommodation, and when he left, he returned one yuan per person, a total of three yuan, and the younger brother swallowed 2 yuan, indicating that the accommodation fee paid by the three of them was 25 yuan, which did not contradict the original title.

According to the meaning of lz, analysis:

They paid a total of 30 yuan and returned 3 yuan, so the last one paid a total of 27 yuan, not 30 yuan, the younger brother took 2 yuan, and the boss took 25 yuan, so there was no lost money.

This question is a conceptual confusion, and the question itself is not the right one).

Wait a minute. There's a red hat and a white hat, where do you get the two white hats?

The reason is that everyone hesitated.

Because when one of them sees that the other three are all wearing red hats, the outsider has no effect on his words, and he may still be wearing white hats. And when the first three people are not sure of the color of the hat they are wearing, it means that there must be another person wearing a red hat besides the three of them, so the last one knows that he must be wearing a red hat. (Even if they say it at the same time, it also means that there must be one person wearing a red hat in addition to the three of them, so everyone can deduce that they are wearing a red hat.) )

For the first time, I asked, "Do you know what color hat you are wearing?" If one of the four sees at least one red hat, it is known that none of the four people has seen three white hats, because if a man sees three white hats, he can be sure that he is wearing a red hat, but every one of them can see less than three white hats, that is, less than or equal to two, and the visible red hat is greater than or equal to one;

The second time he asked, no one knew that none of the four had seen two white hats and one red hat, because if a man had seen two white hats and a red hat, he would have been sure that he had a red hat, and each of them would have seen less than two white hats, i.e., less than or equal to one, and red hats greater than or equal to two;

The third time he asked, no one knew that none of the four people had seen a white hat or two red hats, because if a man saw a white hat and two red hats, he would be sure that he was wearing a red hat, and then each person could see less than one, which is equal to zero, and if the red hat was greater than three, it was equal to four;

The fourth time you asked, everyone knew that there were four red hats.

Because they can all see other people's hats