Make up a story with graphics 400.

Composition, can you write jokes?

It is said that one day, triangles and squares met on the road. Somehow the square offended the triangle and was beaten by the triangle. The next day, Fang was not convinced, so he called his brother to help him vent his anger. On the same road, a trapezoid came head on. Without saying anything, the square and the circle inexplicably made a trapezoid. This trapezoid is thinking about how to offend people and just wants to refute it. As a result, the square explained, you boy, do you think we won't know you as soon as you go bald?

The reward score is quite small, it needs 400 to 500 words. Writing enthusiasm is not high. . . That's it for the time being.

Text: "Deformation"

There are all kinds of figures in geometric cities, and triangles are just one of them. Busy with work every day, living the same life as ordinary office workers. In the company, the relationship between the love triangle and the boss is not harmonious, because it has a "sharp corner" on its head, so it often "goes against the boss" and has conflicts with the boss, which makes the cause of the love triangle not smooth.

It is said that one day, Sanjiao passed a beauty salon on his way to work. The advertisement in the beauty salon said, "Do you want to change yourself? Come and join the beauty "transformation". From now on, change yourself. " Triangle was attracted by the advertising words of beauty salons and wanted to change the relationship with the boss, so it went into the beauty salon and started its own "transformation" journey after reaching an agreement with the boss ... In order to get rid of this "unusual" sharp corner, it turned itself into a trapezoid. After returning to the company, even the boss praised the change, so the triangle became trapezoidal and was reused by the boss.

The trapezoid triangle can be reused by the boss, but it can't be further promoted in the position. Colleagues told it: "the boss likes to deal with people who can get in touch with the top leaders extensively." Although you have changed your previous attitude of contradicting your boss, your communication is still very narrow. " It suddenly dawned on the triangle that turned into a trapezoid, and went into the beauty salon again and reached an agreement with the boss ... This time it turned itself into a square and completely "smoothed" its head. Turned into a square, once again attracted the attention of the bosses. Privately, it can deal well with bosses and become a man of the hour in the company.

Even so, it has not been fully trusted by the bosses. Colleagues said again: "Although you have the ability to deal with the boss in private, you have not entered their private life, unless you can share joys and sorrows with the boss, that is, you must have the same interests and hobbies as the boss. Only in this way can you really get the boss's reuse ..."

Inspired by colleagues, I entered the beauty salon again. The owner of a beauty salon likes customers who come to the beauty salon twice every three days. The boss smiled and asked, "What do you want to be this time?" The triangle that has been changed into a trapezoid seriously replied, "I want a round one this time, please change me into a round one." As a result, it became a circle again, and the triangle finally entered the boss's private life. Bosses liked it very much, so they promoted it to the position of company executives, and since then it has become a round triangle, enjoying a completely different life.

However, things didn't go so smoothly. Because of a bribery incident at the top of the company, it became a round triangle and was taken into the police station with the bosses. Ironically, this time, it can finally really "share weal and woe" with the bosses. I can't even figure out how a triangle can turn into a circle.

I wrote an ironic fairy tale. Personally, I think it will be meaningful. Because I wrote it temporarily, if it feels good, I will hand it in. Don't forget that I have to change a little, give a point ~ ~ ~

Second, the 200-word title of the graphic story composition is self-made

In this beautiful spring, rape blossoms smile like a golden carpet.

In a village, there is a path leading to the distance. There is a big tree beside the path, and there is a fence beside the big tree. There is a rape flower in the fence. Xiaomei and Xiaoming are playing. Suddenly, a golden butterfly flew in. Xiaomei and Xiaoming saw this yellow butterfly and thought: This butterfly is really beautiful. How nice it would be to take it home and play in a cage! Thinking about it, I started catching butterflies. Butterflies fly east and west, but I can't catch them. At this time, the butterfly flew into the cauliflower and could not be found. Xiaomei thought for a moment and said, "The butterfly can't be found when it flies into the cauliflower, because the butterfly is yellow and the rape flower is yellow, so the butterfly disappears when it flies into the cauliflower."

Three pictures and stories in 300 words.

A new generation of diaphragm materials. A new generation of tuning technology. The sound of K8 is brighter and clearer. High frequency bright and humid. Low frequency is not tiring to listen to for a long time, and it is not oppressive to wear for a long time.

Fourth, look at the pictures and write words; There is a set of numbers below. What do you think they are like? Can you make a reasonable imagination and make up a story according to this set of figures?

Where is the map?

How to make up stories with jigsaw puzzles

The story of jigsaw puzzle

Perhaps the history of Tangram can be traced back to the ancient book "The Book of Changes Bisuan Classic" in China before Qin Dynasty, in which there is a tangent square, which is used to prove the Pythagorean theorem. At that time, the big square was cut into four identical triangles and a small square, not a puzzle. The present jigsaw puzzle has experienced a historical evolution. It developed from Yan Ji Tu in Song Dynasty to Die Ji Tu in Ming Dynasty, and then to Qiao Qi Tu in early Qing Dynasty. It has a history of more than 2500 years.

There was a man named Huang in the Song Dynasty. He was very good at geometry. He was hospitable and invented a "banquet table" consisting of six small tables-a small table for eating. Later, someone improved it into a seven-table banquet. According to the number of people who eat, the table can be put together in different shapes, such as three people putting together a triangle, four people putting together a square and six people putting together a hexagon ... so that everyone is convenient and the atmosphere is better. Later, someone reduced the banquet to only seven boards, used it to puzzle and turned it into a toy. Because it is very clever and interesting, people call it "Tangram". In the late Ming and early Qing dynasties, people in the palace often used it to celebrate festivals and entertainment, and put all kinds of auspicious patterns and words together. The Palace Museum still keeps the puzzles of that time! (Amoy Toys Network welcomes you to buy Tangram)

Dutch writer Gao Luopei wrote in his novel that a dumb boy supplemented his gestures with jigsaw puzzles. It is said that French Napoleon often played jigsaw puzzles to kill time after he was exiled.

Tangram spread to Europe and is still very popular today. 1978 JoosfElffers, a Dutchman, wrote a book about Tangram, and collected 1600 kinds of graphics, which were translated into many languages and published. Today, almost no one in the world doesn't know puzzles and puzzles. It is called "Tangram" abroad, which means a jigsaw puzzle from China (not a picture invented in the Tang Dynasty).

/kloc-in the 0/8th century, the jigsaw puzzle spread abroad, which immediately aroused great interest. Some foreigners played all night and called it "Tangtu", which means "Puzzle from China". In Europe, The New China Children's Mystery published about 1805 contains 24 puzzles and a wooden puzzle. Subsequently, the books on Tangram were published in French in 18 10, and in German and American in18/0/8. The Italian books also introduced the history of China. In the preface of these books, it is said: This is a recreational game for men, women and children, dignitaries and ordinary people, and it will not make you lose money like other gambling tools.

Six urgent! ! Who can make up a story with geometric figures such as square, ellipse, circle, triangle and rectangle?

I'm not good at making up stories, but I read an idea from a book. I don't know if I can use it for reference: it is said that when we hit our side, we sent spies to the odd side, and the odd side used mathematical knowledge to see through the spy and defeated our side with it. The story is cleverly interspersed with a lot of knowledge about odd and even numbers, and many mathematical problems are raised. I think you can also divide these geometric figures into several categories and make up a story by using the characteristics of each category. That's all I know, my personal opinion, for reference only.

Make up a story with graphics

seven bridges problem

Today's Kaliningrad, formerly known as Konigsberg, is a famous historical city. The scenery of the city is charming, and the blue waves of the Pledge River pass through it. There is a beautiful woman in the middle of the river.

Beautiful island. The two tributaries of the Puhe River merge into a big river around it, which divides the whole city into four areas, as shown in the following figure. Island (a), East (b), South (c) and North (d). There are seven bridges on the Puleshi River and its tributaries, five of which connect the banks and the islands in the middle of the river. This unique bridge group has attracted many tourists to walk here since ancient times!

As early as18th century ago, local residents were keen on the following interesting questions: Can we design a footpath so that each of the seven bridges can walk once and only once? This is the famous problem of the Seven Bridges in Konigsberg.

If readers are interested, they can draw a map as it is and try it themselves. However, I have to tell you that it is extremely difficult to try all possible routes! Because there are no fewer than 5000 possible routes, it is difficult to try them all!

The magic of the problem attracted the genius Euler (Euler, 1707 ~ 1783).

In A.D. 1736, 29-year-old Euler submitted a paper entitled "Seven Bridges in Konigsberg" to St. Petersburg Academy of Sciences. At the beginning of the paper, it is written as follows: "The branch of geometry that discusses length and size has been enthusiastically studied, but there is still a branch that has hardly been explored so far;" Leibniz first mentioned it and called it' the geometry of position'. This branch of geometry discusses the relationship only related to position and studies the nature of position. It does not consider the size of position, nor does it involve the calculation of quantity, but so far there is no satisfactory definition to describe the discipline and method of position geometry. "

Then, Euler used his skillful transformation skills, as shown below, to solve the problem of the seven bridges in Konigsberg.

Become familiar to readers, the "one stroke" problem of simple geometric figures: can you draw the following figures with one stroke without leaving the paper?

It is not difficult for readers to find that points A, B, C and D in the right figure are equivalent to four areas in the seven-bridge problem;

The arc in the figure is equivalent to a bridge connecting various regions. Clever Euler, it is on the basis of the above, after painstaking research, established a famous "pen".

Drawing principle ",thus successfully solving the problem of the seventh bridge in Konigsberg. However, to understand Euler's uniqueness

Thinking, but also from the "network B" connectivity. The so-called network refers to some figures composed of points and lines, and the line arc in the network has two endpoints.

They don't intersect. If any two points in the network can find the arc in the network,

Connect them, then such a network is called connectivity. Connected network is called context for short. Obviously, among the above three graphs, graph I is not a network, because its unique arc has only one endpoint; Figure ⅱ is not a network either, because the two arcs in it intersect, but the intersection point is not the vertex; Figure III is a network, but there is no connection. The graph of the seven-bridge problem is not only a network, but also

It is context! If a point in a network has an odd number of arcs intersecting it, such a point is called a singularity. On the contrary, say

Even points. Euler noticed that for a network that can be drawn with one stroke, it must be connected first;

Secondly, for a point in the network, if it is neither the starting point nor the end point, then the arcs intersecting at such a point must be paired, that is, such a point must be an even point!

The above analysis shows that the singularity in the network can only be used as the starting point or the end point. However, the number of starting points and ending points of a graph that can be drawn by one stroke is either 0 or 2. what

But Euler drew the following famous "one stroke principle": "A network can be drawn with one stroke, and it must be connected, and the number of singularities is either 0 or 2. When the number of singularities is 0, all arcs can be arranged in a closed loop. " Now the reader sees that the number of singularities of the seven-bridge problem is four. (See the picture above). Therefore, to find

A route passes through seven bridges, but it is impossible to walk only once on each bridge! Two behemoths in the animal kingdom can be drawn in one stroke. Their singularity

The numbers are 0 and 2 respectively. By the way, since a vein can be drawn with one stroke, the number of singularities should not exceed.

Second, then, what is the limit of the number of singular points of veins that can be drawn by two or more strokes? I think smart readers can completely answer this question. On the contrary, the problem needs to be seriously considered: if the number of singularities in the connected network is 0 or 2, can it be drawn with one stroke? The conclusion is yes! And there are: "A vein containing 2n (n > 0) singularities needs n strokes."

8. Look at the picture to expand association and imagination, and make up a story (not less than 200 words).

What is 1+ 1? After a long process of reasoning, western scientists finally came up with the answer-but does it really have to be 2?

A puzzle that our children often guess is 1+ 1=? Once (it can be said that one tiger and one rabbit, snipe and clam contended with each other, etc., because the tiger ate the rabbit, only one remained, and snipe and clam contended for mutual destruction, which was equal to 0).

This shows that there is no fixed answer to anything, and we need to use our brains and think creatively and openly, so that we can improve and have fun in life.

There are several geometric figures. You can combine them freely, use your imagination, make up a story or imagine a scene, and write an article of about 500 words.

Summer in the kingdom of graphics is very hot! A group of good friends-triangle, circle, wavy line, diagonal line-got together again.

What are they chattering about?

Triangle said, "Alas, this hot weather is hard!" " "

The circle said, "What's the hurry? Go buy some ice cream and you'll be done. "

"Are you silly? Did you buy it? That ice cream is made by human beings, it is rare to import, and it is always expensive! I can't even buy an ice slag by licking my pocket. " Slash cocked his head and warned.

Yuan Yuan was helpless, rubbing his stomach and sighing. "Well, I have to put up with it."

At this time, the wavy line curled up on the ground opened. "Have you forgotten? Our old king just told the story of mankind's "looking at plums to quench thirst" today. It is better to make an ice cream yourself to relieve anxiety and dissipate heat. " Everyone suddenly realized that they were eager to try.

Triangle woke up first, and the hula turned over and stood upside down and shouted, "How about I make an egg cone?" The wavy line jumped to the top of the triangle without hesitation, bowed with a pout and said with a cheeky smile, "Hey, hey, I am delicious ice cream." Circle and diagonal, you look at me, I look at you. I immediately came up with a good idea to combine a big cherry into a wavy armpit.

Wow, "many things grind", a standard ice cream was successfully assembled.

Haha, diagonal suction, hard suction, cool; The circle is comfortable and beautiful; The wavy line is tortuous and comfortable, well done! The triangle will be too tired to stand, vacillate and vacillate. "Oh, I can't hold it!" The voice just fell, snapped and fell flat, and the three partners also fell on their backs.

"Well, it seems that it's still no good watching plum quench your thirst." A triangle with a sharp point and a thoughtful monologue.

"What do you say?" Round, diagonal and wavy lines are asked in unison.

"Let's play for real." Triangle made up his mind and said, "Let's make a report to the old king and ask him to grant some loans, buy some equipment from humans and open a delicious ice cream shop."

Yuanle opened her arms. "This is a good thing. Eat a full meal every day. "

I bent over with a partial smile. "I am engaged in wholesale, with small profits but quick turnover."

The wavy lines are jumping with excitement. "Hey, you can also export it to humans to make money."

Not to mention the old king of the graphic kingdom, he was very open-minded, waved his hand and said, approve! Just a week later, the delicious ice cream shop was grandly opened and customers lined up. Do you know who will come first? Even the old king wants to taste delicious food to cool down.

I hope LZ will adopt ~ ~ ~ ~ ~ ~ ~ ~

Add a few strokes to ten numbers to form a story and composition.

Anger is an emotion that everyone has, and everything is often unsatisfactory, sometimes; We will be angry because of what some people say or what people around us do, but if people are always angry or sulking, it will have a bad effect on their body and mind.

Everyone is angry for different reasons. One thing made me very angry: last semester, when I was chatting with my good friend in the corridor, a classmate suddenly cut in between us and took her away without telling me. I was the only one left in the end. Although I didn't say anything at that time, I felt very angry.

The same thing happened many times, but this classmate is still the same. I once endured it again and again until I was so angry that my hair almost pulled out. An idea flashed through my mind. As long as I talk to my good friend and she comes to see her again, I will tell her that I am leaving first. Although my good friend thought it was strange at first, after I talked to her about my ideas, I didn't get along well with that classmate for those days because of this.

That week, I also tried to calm down and think about how to get along well with that classmate: first, I chatted with my good friend. When she tried to take my good friend away, I reached out and caught her. Don't let her take her away so easily Unexpectedly, she was not only angry, but also said, "Then let's go together." I was surprised to hear her say that. In the next few days, I tried to chat with her. Since then, we have also made up our differences and become quite good friends.

Through this incident, I understand a truth. "Anger" only punishes itself with other people's faults. However, "happiness" is like perfume. When you spill it on others, you will get a little bit of it yourself, your kindness will increase and it will become easier to do things. Now when I face "anger", I leave the people, things and things that make me angry, take a deep breath to calm myself down, then calmly think about whether this matter is worth being angry or happy, go to the piano room to play some songs I like, try to stand in the other party's position, don't judge things subjectively and judge each other, look at things from different angles, and then find the most suitable solution.