60s: I have a store

Chapter 300 Zhou Yimin's Advice
Teacher Wang shook his head: "I can't give any advice."

After all, there are pros and cons whether you go or not, it depends on how you want to raise your children.

If you just want him to develop mathematics, then he should go, don't stay in primary school. But if you want your child to develop in an all-round way, then do it step by step, don't force it.

If he gives suggestions now, and something happens in the future, people will blame him.

Therefore, he thought it would be better for him not to suggest such a thing. Of course, he could analyze the pros and cons of the two options with Cheng Siguang, but he must not participate in the choice.

"Yimin, what do you think?" Cheng Siguang looked at Zhou Yimin.

In fact, tonight he mainly wanted to seek Zhou Yimin's opinion.

In comparison, he attaches more importance to Zhou Yimin.

Zhou Yimin thought for a moment and said, "I think Shengli should go to middle school and focus on developing his math skills to bring out his math talent. Otherwise, it would be a pity to waste such a talent."

As for other subjects where you are lagging behind, try to make up for them.

In fact, you don’t have to be very good at other subjects. A person’s energy is limited, and it is not realistic to be proficient in all subjects and fields, which also increases Shengli’s learning burden.

It is enough for a person to master one field or one line.

The worst thing for a person is to know a little bit about everything, but not be good at anything, and be a half-baked person. "

Zhou Yimin spoke out his true thoughts.

In later generations, it is very common to be biased towards one subject.

"My grades in other subjects are not good. If I want to go to college in the future, will it be difficult..." Cheng Siguang expressed his concerns.

He hopes to go to university after victory. If he is only good at one subject and fails in other subjects, it may be a bit difficult to reach the university score line.

After all, even if you get full marks in a subject, it is only 100, so it is difficult to raise the total score.

As for the logic behind Zhou Yimin's words just now, how could he not know it?
"That would be a bit troublesome," said Teacher Wang.

Zhou Yimin: "Going to university is not a big problem. As long as you are good enough, there will still be schools that will accept you even if you fail in other subjects.

If you learn mathematics, physics and chemistry well, you will not be afraid of traveling all over the world. "

The last sentence surprised Teacher Wang.

"Learn math, physics and chemistry well, and you won't be afraid to travel around the world?"

Zhou Yimin: “…”

OK! I let it slip again.

This sentence only became popular in the 1980s.

In the 1980s, with the adjustment of national policies, the statements that "the key to the four modernizations is the modernization of science and technology" and "intellectuals are part of the working class" led to the formation of a culture of respecting knowledge and intellectuals throughout society.

In the 1980s, the awareness of technological innovation and transformation was very strong. The so-called "combination of theory with practice" means that only by seeing the problem, contacting and understanding the problem can we truly analyze and solve the problem. Mathematics, physics and chemistry have become the most powerful tools for liberating productivity, and have played a direct role in stimulating students' interest in learning and sense of achievement.

Therefore, this slogan was born.

"In short, if you learn math, physics and chemistry well, you won't have to worry about finding a job in the future.

Uncle Cheng, as long as Shengli learns mathematics well and masters it, I will ask Uncle Zhang to help him go to university. "Finally, Zhou Yimin made a guarantee.

He intended to train Shengli to be a mathematician. Since he had the talent, why not?
Some people in later generations said that mathematics is the mother of science, and science is built on the foundation of mathematics.

At present, there is no such system of special recruitment and recommendation in China. In 1970, Peking University and Tsinghua University decided to abolish the examination system and implement a method combining mass recommendation, leadership approval and school review to select students from workers, peasants and soldiers, and shorten the school period to 2 to 3 years.

Although it is recommended to go to university, certain conditions must be met. For example, you must have a junior high school education and two years of work experience in a factory, rural area, or military. In terms of age, the minimum age is 20, but the age limit can be relaxed for those with excellent conditions.

This may be the predecessor of special recruitment.

However, the formal special recruitment should not have been implemented until the mid-1984s. In , the system of recommended students was piloted, which can be regarded as the prototype of special recruitment.

"Really?" Cheng Siguang was overjoyed.

He knew that Zhou Yimin had connections.

If he could get someone to help him get admitted, then there would be no problem. As for who the Uncle Zhang he was talking about was, Cheng Siguang did not delve into it.

If that was the case, he would send Shengli to middle school to study mathematics.

Teacher Wang took a deep look at Zhou Yimin and thought to himself: You are quite good at hiding things.

You were admitted to university before, but you didn't go to study, which really confused him.

Zhou Yimin nodded: "It shouldn't be difficult."

In fact, in another five or six years, that trend will start to blow, and by then universities will be closed and it will be difficult to study. So now Zhou Yimin has no pressure to speak.

"Then I'll leave it to Yimin."

At this time, Huang Suqin began to serve the food.

"Seungri, Seungyi, it's time to eat!"

Cheng Siguang poured wine for Zhou Yimin and Teacher Wang: "Come, let's have a drink."

When Teacher Wang saw the bacon, salted fish, and eggs on the table, his eyes almost turned green, and he sighed in his heart that Cheng Siguang was willing to spend so much. Many people couldn't have this meal during the Chinese New Year.

During the meal, Zhou Yimin said with regret: "It's a pity that we are now at odds with Big Brother. Otherwise, with Shengli's mathematical talent, he could even be sent abroad to study and become a mathematician in the future.

In addition, I also heard that the countries over there jointly hosted the first International Mathematical Olympiad last year. In the future, perhaps Shengli can also represent our country to participate."

As far as he knew, the initiative was put forward by Romanian mathematician Professor Roman in 1956, and the first International Mathematical Olympiad was held in Romania in July 1959. It has been held every year since then, with only one interruption in 7.

The purpose of the competition is to stimulate young people's mathematical talents, arouse their interest in mathematics, discover reserve forces of scientific and technological talents, and promote the exchange and development of mathematics education among countries.

In later generations, the Olympic Mathematics Competition was very popular. China sent people to participate for the first time in 1985.

"Oh? Is there such a thing?" It was the first time that Teacher Wang heard of it and felt it was novel.

Cheng Siguang was full of anticipation, hoping that he could participate in such competitions after winning, and win glory for the country. At the same time, it would also be for him and their Cheng family.

As for studying abroad, that is not realistic.

Of course, if Shengli could study abroad, he would sell everything he had to send him there.

Zhou Yimin smiled and said, “A friend said so.

Now our relationship with the North is tense. Perhaps in a few years, when Shengli has grown up and the relationship between our country and those countries is not so tense, we can participate.

Therefore, it is not wrong to learn knowledge and prepare well now. "

Russian mathematics is still very strong even in the 21st century and is considered a mathematical sanctuary by many people.

(End of this chapter)