How to write a math mean to know a tabloid?

One night, the little white rabbit Meimei was standing on the balcony playing, and she saw the stars blinking their bright eyes in the dark night, and dressed the night very beautifully. She wanted to count the stars, but there were too many stars, so she called his friend;Sasha, the kitten, and the squirrel, count the stars with her, and they count, count, and finally count;But no one knows how many there are in total, and at this time, the forest math giraffe came over. They asked the giraffe how to figure out how many stars there were

The giraffe analyzed for a while, then asked Sasha how many they counted, and Sasha thought for a moment and said, "Well, I counted 5652 stars!"."I counted 7,584, and Flowey said!

I'm as many as Sasha and I've counted"!Meimei said. The giraffe said:

Since you all know how many you counted, I'll do the math for you!"The giraffe said: 5652 2 = 11304, this is the number of Meimei and Sasha, 11304 + 7584 = 18888 is the total number of pieces!

The giraffe said excitedly, "Ah," we counted all the stars, and there were 18,888 of them, and the three happy friends shouted excitedly and happily!The giraffe, who was standing by, heard that they were not right to say this, so he said to them:

There are countless stars in the sky, and you only count your own stars!"Oh"!They spoke in unison.

Tools Ingredients: pencils, markers, A4 paper.

1. Prepare markers, A4 paper, and pencils.

2. First of all, determine the approximate position of the figure to be drawn on the A4 paper.

3. Draw the frame part of the newspaper by hand with a pen.

4. Draw a double line for the frame part.

5. Draw the part of the ornament around the frame.

6. Then, write the headline of the hand-copied newspaper "Math Tabloid".

7. Then, paint the decorations on the hand-copied newspaper with beautiful colors.

8. Finally, draw a grid of horizontal lines in the frame, so that the hand-copied newspaper is drawn.

The math tabloid is written as follows:

1. The smallest number.

The ancient and large family of natural numbers is made up of all natural numbers and so on. The smallest of them is 1, and the largest cannot be found. If you're interested, look for it.

Second, there is no maximum natural number.

Maybe you think you can find the largest natural number (n), but you immediately find another natural number (n+1), which is greater than n. This means that the largest natural number can never be found in the family of natural numbers.

3. "1" is indeed the smallest of the natural number family.

Natural numbers are infinite, and "1" is the smallest of natural numbers. Of course, some people feel disagreeable that "1" is the smallest natural number, saying that "0" is smaller than "1", and "0" should be the smallest natural number. This is not true, because natural numbers refer to positive integers, and "0" is the only non-positive and non-negative integer, so "0" does not belong to the family of natural numbers, and it follows that "1" is indeed the smallest of the family of natural numbers.

Fourth, one yuan ** went.

Three people lived in a hotel, each person per day ** is ten yuan, each person paid ten yuan, a total of thirty yuan to the boss, and then the boss discounted five yuan, let the waiter return to them, the waiter secretly hid two yuan, the remaining three yuan each returned one yuan, that is to say, each person consumed 9 yuan. The three people spent a total of 27 yuan, plus the 2 yuan hidden by the waiter, for a total of 29 yuan. Where did that dollar go?

Leave everyone with questions.

The content of the math tabloid:

1. Quotes about mathematics.

Russell said, "Mathematics is symbols plus logic". Pythagoras said:

numbers govern the universe". "Mathematics is an art of ingenuity," Halmos said.

"Mathematics is the highest achievement of human thinking," Mishra said. Bacon (English philosopher) said:

Mathematics is the key to science."

2. Interesting math stories.

During the Warring States Period, King Qi Wei and the general Tian Ji raced horses, and King Qi Wei and Tian Ji each had three good horses: upper horses, middle horses and lower horses. The race is divided into three races, with each horse being wagered on a thousand gold.

Since the horsepower of the two is almost the same, and King Qi Wei's horse is better than Tian Ji's corresponding level of horse, so most people think that Tian Ji will definitely lose.

However, Tian Ji took the opinion of the doorman Sun Bin (a famous military strategist), and used the dismount to the upper horse of King Qi Wei, the upper horse to the middle horse of King Qi Wei, and the middle horse to the dismount of King Qi Wei, and as a result, Tian Ji defeated King Qi Wei 2-1 and won a thousand gold. This is an example of China's ancient application of the idea of countermeasures to solve problems.

3. Make a plan for learning mathematics. So that the purpose of learning is clear, the time arrangement is reasonable, not in a hurry, steady and steady, it is the internal motivation to promote students' active learning and overcome difficulties. However, the plan must be practical and feasible, with both long-term plans and short-term arrangements, and strict requirements for oneself in the implementation process to hone the will to learn.

4. Self-study before learning mathematics. This is the basis for taking a good new lesson and achieving good learning results. Self-study before class can not only cultivate self-learning ability, but also improve the interest in learning new courses and grasp the initiative of learning.

Self-study should not be a formality, but should pay attention to quality, strive to understand the teaching materials before class, focus on listening to the teacher's ideas in class, grasp the key points, break through the difficulties, and solve problems in the classroom as much as possible.

5. Learn mathematics and concentrate on class. "Learning and then knowing is insufficient" is the key to understanding and mastering basic knowledge, basic skills and basic methods. Students who have studied on their own before class are more able to pay attention to the lesson, they know where to listen in detail, what to pass by, and what to memorize instead of copying everything and neglecting the other.

Tools Raw materials: pencils, markers, A4 paper to search for calendars.

1. Prepare markers, A4 paper, and pencils.

2. First of all, determine the approximate position of the figure to be drawn on the A4 paper.

3. Draw the frame part of the newspaper by hand with a pen.

4. Draw a double line for the frame part.

5. Draw the part of the ornament around the frame.

6. Then, write out the headline of the hand-copied newspaper "Digital Mask Modular Tabloid Newspaper".

7. Then, paint the decorations on the hand-copied newspaper with beautiful colors.

8. Finally, draw a grid of horizontal lines in the frame, so that the hand-copied newspaper can be searched and drawn by the world.

You can write some math stories:

1.The ancient Greek scholar Archimedes died at the hands of the Roman enemy soldiers who attacked Sicily (before his death he was still saying, "Don't break my circle").

Later, in his tombstone, people carved the image of the inward fissure beam of the ball cut to the cylinder, to commemorate his discovery that the volume and surface area of the ball are two-thirds of the volume and surface area of the inscribed cylinder.

2.Archimedes was born in 287 BC in Syracuse, on the southern tip of the Italian peninsula. His father was a mathematician and astronomer.

Archimedes had a good family upbringing from an early age, and at the age of 11 he was sent to Alexandria, the center of Greek culture at the time, to study. In this called"The capital of wisdom"In the famous city, Archimedes read a lot of books, learned a lot, and became a protégé of Euclid's students Eratose and Canon, studying the Geometry Primitives.

3.Born in 624 B.C., Seles was the first world-famous mathematician of ancient Greece. He was a shrewd businessman, and after amassing a fortune selling olive oil, Sellers devoted himself to scientific research and travel.

He is diligent and studious, but at the same time not superstitious about the ancients, brave to explore, brave to create, and think positively.

His hometown is not too far from Egypt, so he often travels to Egypt. There, Seles learned about the wealth of mathematics that the ancient Egyptians had accumulated over thousands of years. During his travels in Egypt, he used an ingenious method to calculate the height of the pyramids, which was the envy of the ancient Egyptian king Amesis.

4.Galohua was born in a small town not far from Paris, the son of a school principal and mayor for many years. The influence of his family has kept Galois courageous and fearless.

In 1823, at the age of 12, Galois left his parents to study in Paris, and he was not satisfied with the rigid classroom indoctrination, so he went to study the most difficult mathematical texts by himself, and some teachers also helped him a lot. His teachers commented that he was "only suitable to work in the cutting-edge field of mathematics".

5.In the 16th century, the German mathematician Rudolph spent his whole life calculating pi to 35 decimal places, which later generations called Rudolph's number, and after his death, others engraved this number on his tombstone.

Sentences in praise of math1. I always try my best and talent to get rid of that kind of heavy and monotonous calculations.

2. Mathematics is a culture that is constantly evolving.

3. Mathematics is the highest form of all knowledge.

4. Mathematics is the most brilliant pearl in the crown of human wisdom.

5. Mathematics is a tool of knowledge and a source of other knowledge tools. All the sciences that study the order and measurement are related to mathematics.

6. Mathematics is the study of quantitative relations and spatial forms in real life.

7. Mathematics is a rational spirit that enables human thinking to be used to the fullest extent.

8. In mathematics, our main tools for discovering truth are induction and simulation.

9. Mathematics Bu Pei is a variety of proof skills.

10. New mathematical methods and concepts are often more important than solving mathematical problems themselves.