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Gauss, a great talented mathematician.

The most popular story about gauss is "5050". The teacher originally wanted to quiet the class with a difficul

Gauss, a great talented mathematician.

Gauss, a great talented mathematician.

The most popular story about gauss is "5050". The teacher originally wanted to quiet the class with a difficul

Gauss, a great talented mathematician.

Gauss, a great talented mathematician.

The most popular story about gauss is "5050". The teacher originally wanted to quiet the class with a difficult problem, but it took little Gauss only a minute or two to tell the answer. He added 1, 2, 3 ... and 100, 99, 98 pairs, and got 50 pairs 10 1. Finally, he easily worked out that the sum from 1 to 100 was 5050.

Do you know that?/You know what? Do you know that?/You know what? Little Gauss learned to calculate when he was three years old. One day, he watched his father calculate the wages of servants. When his father finally quoted the total amount for a long time, a small voice came from around him, "Dad! Wrong calculation, it should be like this ... "My father calculated it again in surprise and was wrong. Although no one taught him, little Gauss learned to calculate by his own observation.

Little gauss's family is very poor. In winter, his father always lets him go to bed early to save fuel. But Gauss likes reading very much and always carries a radish (a radish-like plant) with him. He hollowed out the center, stuffed it into a cotton roll as a wick, lit a book with grease and got into bed until he was tired.

Gauss made rapid progress, and soon the teacher had nothing to teach him. Later, Gauss entered an institution of higher learning, but the math teacher read his homework and told him that he didn't have to take math classes in the future.

It is worth mentioning that Gauss is not only good at math, but also good at Chinese. /kloc-when he was 0/8 years old, he was very worried about whether to continue studying classical literature or mathematics in the future. At this time, he solved a problem that puzzled mathematicians for more than 2000 years, "A ruler is a regular heptagon", so he decided to continue studying mathematics.

There is a good metaphor. If we imagine mathematicians in the18th century as a series of high mountains, the last awe-inspiring peak is Gauss; If mathematicians in the19th century are imagined as rivers, then their source is Gauss.

People have always attributed Gauss's success to his "genius", but he himself said, "If others think deeply and continuously about mathematical truth like me, they will make the same discovery."