Xiaojun caught one tailless fish, two headless fish, and three half cut fish. He caught a few fish

The answer is: 0.

Test Focus: Intelligence Questions.

Special Topic: Special topic of traditional application questions.

Analysis: According to the title, one tailless fish, two headless fish, three half-cut fish There is no such fish in real life, so Xiaojun caught a total of 0 fish.

Answer: Solution: Because one tailless fish, two headless fish, three half-cut fish, there is no such fish in real life.

So Xiaojun caught a total of 0 fish.

Comments: The solution to this question should be related to the reality of life, and it should not be solved only from the surface phenomenon as a mathematical problem.

Classic Intelligence Questions [Classics].

Puzzle 1 (Pirate Divide Gold Coins) - Pirate Divide Gold Coins5 Pirates After grabbing 100 gold coins, discuss how to distribute them fairly. The distribution principles they agreed upon were:

1) Draw lots to determine the distribution order number (1,2,3,4,5);

2) The pirate who draws the No. 1 lottery proposes a distribution plan, and then 5 people vote, if the plan is agreed by more than half of the people, it will be distributed according to his plan, otherwise the No. 1 will be thrown into the sea to feed the sharks;

3) if No. 1 is thrown into the sea, the distribution plan is proposed by No. 2, and then voted by the remaining 4 people, and if and only if more than half of the people agree, the distribution will be made according to his proposal, otherwise it will also be thrown into the sea;

4) And so on.

It is assumed that every pirate is extremely intelligent and rational, that they are able to carry out rigorous logical reasoning, and can judge their own gains and losses very rationally, that is, they can get the most gold coins on the premise of saving their lives.

At the same time, assuming that the results of each round of voting can be carried out smoothly, what kind of distribution plan should the pirate who draws the number 1 propose so that he can not be thrown into the sea and get more gold?

Puzzle 2 (Guess the cards) Mr. S, Mr. P, Mr. Q They know that there are 16 playing cards in the drawer of the table: ace of hearts, q, 4 of spades, j of spades, king of grass, q of squares, ace, 5.

Professor John picked one of the 16 cards and told Mr. P the value of the card and Mr. Q the suit of the card. At this point, Professor John asked Mr. P and Mr. Q: Can you tell what card this card is from the known number of points or suits?

So, Mr. S heard the following conversation:

Mr. P: I don't know about this card.

Mr. Q: I know you don't know about this card.

Mr. P: Now I know the card.

Mr. Q: I know, too.

After listening to the above dialogue, Mr. S thought about it for a while, and then correctly introduced what kind of card this card was.

Excuse me: What kind of card is this? Puzzle 3 (Burning Rope Problem).

Didn't catch it, and the fish was half cut?

Because one tailless fish, two headless fish, and three half-cut fish, such fish do not exist in real life, so Xiaojun caught a total of 0 fish

So the answer is: 0

Xiao Ming caught a total of 0 scrambled fish.

The reason is: 6 has no head, that is, there is no head on the head of the word "6", which is "0"; 9 has no end, that is, the number that is not obtained at the end of the beginning and end of the word "9" is also "0"; 8 is only half of the body thick, so the stool and say the upper half or the lower half of the word "8" is removed, and the final number is also "0".

A total of 0 fish were caught, which is a question with a sharp brain turn, and the specific answer is explained as follows:

1 When the number 6 is erased (equivalent to a headless fish), it is the number 0, so "6 headless fish" means 0 fish ** catch.

2 When you erase the number 9 at the bottom (equivalent to a koala), it is also the number 0, so 9 koalas are also 0 fish.

3 The number 8 erases the top or bottom half of the fish (which is equivalent to half the fish) and is still the number 0, so half of 8 is also equal to 0.

To sum up, six-headed fish, eight-headed fish, and nine-headed tailless fish mean that there is no fish ** catch.

There are fifteen or fourteen in total. Six are headless, eight are half-cut (including those without heads, there are two left), and nine are tailless (minus the previous two, there are seven more). 6+2+7.

Or, six without a head (also without a tail), three without a tail (nine minus six), and five and a half cuts, 6 + 3 + 5

0, because they can't be hooked, so they can't be caught.

None of them fell. Explanation: 6 headless fish, "6" goes to the head is "0"; In the same way, the end of "9" is also "0", and the half of "8" is also "0".

That's the problem again! Yes 0. 6 no head is 0, 9 no tail is also 0, 8 half cut is 0

Not a single one, all incomplete.

18 (3 without tails and 2 with half truncated remains).

Brain teasers.

0 fish in total!

Erasing the number "6" is the number "0" headless!

Erasing the number "9" below is also the number "0" without tails!

The number "8" erases the top half or erases the bottom half, which is also the number "0".

So the answer is the number "0"! °.

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Answer the question, Xiao Ming caught 6 headless fish, 9 tailless fish, 8 only half, guess how many fish Xiao Ming caught in total?

Answering the question, Xiao Ming counted 6 headless fish, 9 tailless fish, and 8 only half, guess how many fish Xiao Ming caught? 16, because fishing only knows that the source can be fished from the head, 6 headless fish plus 8 half-equals 7 fish, plus 9 tailless fish = 16.

Xiao Ming caught a total of 0 scrambled fish.

The reason is: 6 has no head, that is, there is no head on the head of the word "6", which is "0"; 9 has no end, that is, the number that is not obtained at the end of the beginning and end of the word "9" is also "0"; 8 is only half of the body thick, so the stool and say the upper half or the lower half of the word "8" is removed, and the final number is also "0".