A math problem stumbles1.300 million people. Mathematical problems with answers

A question stumped1300 million people, but it was a child who gave the question and finally got the answer. I'm sure you've seen the problem of brain burning, and the person who can do it must be someone with a particularly strange brain circuit. Next, let's look at this problem.

A topic stumped countless people. The big uncle went to the second uncle's house to find the third uncle, saying that the fourth uncle was cheated by the fifth uncle to steal from the sixth uncle's house, and the seventh uncle put it in the eighth uncle's cupboard. The ninth uncle borrowed 1 0,000 yuan from the tenth uncle to the eleventh uncle. Q: 1, who is the thief? 2. Whose money was it originally? You must be dizzy after reading the topic, let alone reading the problem. But a primary school student's parents said it was a first-year math problem, which came from the first book of first-year math of Beijing Normal University Press.

Oh, my god, such a difficult question is actually put in the math textbook of the first grade of primary school? So, what is the answer? The teacher explained it this way: What problems can 3+7 solve? The middle 3 and 7 do not specifically refer to these two numbers. Students can use another thing to represent 3 and another thing to represent 7. Have you figured it out? If you count, your bones are strange. If it doesn't count, continue to read the following answer!

This pupil does this: after contact, he belongs to his ninth uncle, before and after receiving his salary, he belongs to his eleventh uncle. His eighth uncle is in charge of keeping it, his fourth uncle is guilty of theft, and his fifth uncle is guilty of cheating and abetting, so the final answer is 1, and the thief is his fourth uncle. 2. The money belongs to Uncle XI. How's it going? Have you worked it out?

The most embarrassing math problem in history:

1, Dabai+Dabai = Bai Pangpang. What are three numbers: big, white and fat?

2. How to move only two matches to make them quadrilateral?

3. In the picture below, how to get from the starting point to the end point without repeating all the boxes?

Answer:

When 1 and two digits are added together, even if it is 99+99, it can't be greater than 200, so "white = 1" has been finalized, and the rest is naturally simple.

2. In fact, as shown in the figure below, it is not very embarrassing to put the matchsticks into a "square".

3. Actually, as shown in the figure below, imagine the picture as a three-dimensional Mitsubishi column, and just fold it in half on both sides. Isn't this a stupid math problem?

The first grade mathematics stumbles tens of thousands of graduate students;

Xiaoming borrowed 500 yuan from his father, 500 yuan from his mother and 970 yuan to buy a pair of shoes. The remaining 30, 10 yuan for dad, 10 yuan for mom, 10 yuan for himself, 490 yuan for dad and 490 yuan for mom. 490+490=980。 Add yourself 10 =990. Where is 10? What's going on here?

Answer:

Get 500+500= 1000. Expenditure 970+20=990. I have 10 left, which is exactly 1000.

That 30 is the rest of the shoe. If you pay them back 20, they still owe 980. You buy shoes for 970 plus 10. Isn't it just right to hold them in your hand? Where is 10? 20 for parents is the rest, not flowers.