Chapter 103: Three Questions
Li Qingzhao continued to look down.
"The previous question is a geometry question, I think once Sun Xianggong finds that he can't do it, he will definitely say that the geometry that is easy to prove has been proved on the "Geometry Original", and the rest of the question is very difficult, although this is a strong word, but it is difficult to guarantee that it will not happen, so the student prepared the second question after thinking. β
"Although it is simple to study the geometry of the structure and properties of space, before doing these simple studies, you must first master a more basic subject, which is indispensable for almost everyone in this world. β
"This is arithmetic. β
"The Original Geometry has come out, but the arithmetic of "Tool Theory" has not yet been completed, I think although Sun Xianggong is not happy and looks down on this kind of cheap learning, but it is not difficult to prove that it is indeed easy to learn. β
So the second question is to write an arithmetic book similar to the Geometry Primitives. β
Li Qingzhao's eyes widened again, the number calculation of addition, subtraction, multiplication and division is indeed simpler than geometry, this is something that even children can easily learn, and it is indeed the basic knowledge that almost everyone must learn a little.
"Addition, subtraction, multiplication and division are sorted out in the way of "Tool Theory", it stands to reason that there is nothing simpler than this, but Qin Xian is proud ......"
Li Qingzhao took a long breath, suppressed the doubts in his heart and looked down at the third question:
"Maybe Sun Xianggong can't be cured by addition, subtraction, multiplication and division, and he will deduce that arithmetic seems easy, but the more basic it is, the more difficult it is, a hundred times more difficult than geometry. β
Or maybe he despises arithmetic and cheap learning, and he is easy to learn, and he disdains it. β
"Since the entire mathematical system, similar to the mathematical system engineering of "Geometric Original", is a little bigger, I think a mathematical problem, even if Sun Xianggong despises it. No matter how disdainful he is, he can end this war of words with a single effort, and Sun Xianggong should still do it. β
"Students will come up with an arithmetic problem here, which is only a drop in the bucket in the entire arithmetic system, if you disdain to sort out the entire arithmetic system, you might as well do it. β
"A question?"
Li Qingzhao raised his eyebrows slightly, squinting and looking down.
"Count. is an abstract concept used as a count, marker, or measure, and is more homogeneous or ......"
"Negative, numbers smaller than zero are called negative numbers......"
"Decimals, when measuring objects tend to get ......"
......
After explaining the nouns, the title was finally written, but it was: "Any even number greater than two can be written as the sum of two prime numbers." That's it.
Li Qingzhao's mind turned slightly, and he figured out the meaning of the topic, and his eyes were as wide as copper bells.
This third question is actually to prove that 1+1=2, 1+2=3......
"This Qin Immortal is crazy. 1+1=2, do you still need to prove these?" Li Qingzhao was unspeakably surprised and strange in his heart, these three questions that Qin Xian came up with can be said to be easier than the other, it really doesn't seem to be a problem for Sun Gu, but it seems that he is afraid that it will be a little more difficult, and Sun Gu will pile up words after he can't do it, so he will repeat it again and again. Three questions over and over again, otherwise one question will be enough.
Li Qingzhao couldn't figure it out. Xiu'er also opened her mouth so much that she could swallow eggs at this time.
The whole lobby was also stunned at the moment when they read this "Answering the Official List Article", and they all felt that their brains were a little insufficient, and soon the whole lobby shouted.
"This ...... God, I can't believe it, this is Qin Xianao's question?"
"I suspect that this article was definitely not written by the real Qin Xianao, I am afraid that it was written by someone else. β
"That's right. It must be Sun Xianggong and someone of them who lurked into the newspaper office and took advantage of this opportunity to put another trap on Qin Xianao?"
"No matter what, even if Sun Xianggong can give an answer. β
"That's right, if it is given, it can barely explain the study of "Tool Theory". Cheap learning is easier to treat. β
"But what if you can't give it?"
"Can't give such a simple thing, can't you give it?"
......
Luoyang Newspaper.
"Whoosh!"
A figure appeared in the Qin Dynasty's room. Qin Chao's eyes swept over the person who came, and he laughed: "I said Fairy Gao, I haven't seen you for a long time, why do you have time to come to the newspaper office today?" Since Xian Yuting came, Gao Tianlai seemed to have disappeared, this time the dust was servant, as if he was in a hurry, and Qin Chao was very curious in his heart.
"Let me ask you, did you really write the article and the three questions in the newspaper?" Gao Tianlai looked solemn.
"yes. Qin Chao looked at Gao Tianlai with a smile.
"But these three ways?" Gao Tianlai appeared in his hand a newspaper, and then threw it in front of Qin Chao. Qin Chao stretched out his hand and took the newspaper and pressed it to the side: "Naturally." β
"You take a closer look before you talk. Gao Tianlai muttered.
"Oh?"
Qin Chao couldn't help but have a trace of doubt, and even when he looked at it, a smile appeared on his face again.
"That's right, it's these three questions, the first geometry, referred to as the four-color conjecture, the second question is to govern arithmetic into a system, and the third question I call it 1+1 conjecture, what's wrong?" Qin Chao said.
"What's wrong?"
Gao Tianlai's eyes stared at Qin Chao: "Do you know how simple this question is, it is said that this question has been dropped." β
"Simple?"
The corners of Qin Chao's mouth twitched, the four-color conjecture, the Goldbach conjecture, plus the whole system of arithmetic is very simple?
The first four-color conjecture, also known as the four-color problem and the four-color theorem, is known as one of the three major mathematical conjectures in the world. This proposition was in 1852, when Guthry was working on map coloring in a scientific research institute, he found that each map could be colored in four colors, and he suddenly wondered, can this phenomenon be rigorously proved mathematically?
So he and his brother, who is in college, decided to give it a try, but the manuscript was piled up and the research did not make any progress. Then his brother finally consulted his teacher, the famous mathematician de Morgan, for proof of the problem, but Morgan could not find a solution, so he wrote to his friend, the famous mathematician Sir Hamilton, for advice, and the problem remained unsolved until Hamilton's death more than ten years later.
......
In 1872, the four-color conjecture was proposed to the London Mathematical Society by the most famous British mathematician, making it a problem of concern to the world's mathematical community.
The four-color conjecture is becoming more and more sensational in the mathematical community, and more and more people are paying attention to it, but it is necessary to talk about proof.
Only in 1976 was proved by the calculations of a computer. The four-color conjecture became the law of four colors, but it has been proved logically and on paper, and so far, it has failed.
The Qin Dynasty was not able to succeed in that era, and who can prove it in this era? If there really is such a person. The Qin Dynasty was very happy.
As for the second question, the study of arithmetic is governed in the form of "Tool Theory".
This one seems simple.
Butβ
In the previous life of the Qin Dynasty, when learning mathematics, there was a phenomenon, that is, when learning geometry, it always started with some axioms and gradually introduced the required conclusions, but the learning of algebra was not like this.
How so?
The situation is worth scrutinizing.
And the third question. Not to mention, this is the crown of mathematics in the world - Goldbach's conjecture, referred to as 1+1. It is also a super problem that no one has been able to solve so far.
These three questions are super big pits in the end, especially the two that look the simplest, even the Qin Dynasty feels a headache.
"Fairy Gao, I also know that it's a little simpler, but some people's IQ is not very good, but the dead duck has a hard mouth. He also occupies a high position, and his protΓ©gΓ©s are all over the sky. Can I solve the problem?" Qin Chao said with a smile.
"But once they ......," Gao Tianlai said in a deep voice.
"That's not just reconciliation with them, but also a sign of my sincerity. β
"Reconciliation. Gao Tianlai glared at the Qin Dynasty fiercely, what kind of person is the Qin Dynasty, even if he wants to reconcile, how can he write such an article to reconcile?
"Alright, High Fairy. All I can say is that it's not that simple at all, believe it or not. Qin Chao waved his hand.
Gao Tianlai smiled bitterly in his heart, indeed, what the Qin Dynasty said was true. She may not believe it, this time she asked to know whether the three questions were from the Qin Dynasty, or if someone did it.
Qin Xianao faced Sun Gu's official list and answered with "Answering the Official List Text", and there were three questions in this article, these three questions seem to be extremely simple, as if they can be completed by raising their fingers, even Li Qingzhao and Gao Tianlai feel so.
The whole world is even more sensational.
Qin Xianao came to refute Sun Gu's view that geometry is easy to learn, cheap learning is easy to learn, and it is easy to govern. Since it is necessary to refute it, it stands to reason that the more difficult the question, the better, so why do you have such a simple question?
"Qin Xianao looks down on some people, but these people are in high positions and respond to every call. β
"That's right, Qin Xianao didn't want to pay attention to them, so he withheld the letter, but those people were not convinced, and as soon as his fingers moved, the dog's legs swarmed out, forcing Qin Xianao to fight, this time, why did he ask such a simple question? Qin Xianao couldn't think of a little more difficult? How could it be? Therefore, there was only one reason - to look down on those people who were crowned by monkeys. β
"The question is too difficult, and those people will squeak and say that it is unfair, and they can't even understand the question, do you see that since they fought with Qin Xianao, they have been annotated by the Analects, what is the result? But what did those people say?"
Ordinary people of the non-scholar class still believe in the Immortal Country, so they also have some blind trust in Qin Xianao, so when they saw these three questions, they almost thought that either this article was manipulated and not written by Qin Xianao, or that the three questions were not from Qin Xianao's hand.
Either Qin Xianao was afraid that Sun Xianggong and others would not be able to understand the question, or it was too difficult to make up words in the pile of words, so he used various excuses to prevaricate, so he came up with such a simple question, which contained naked contempt.
Of course, there are many people who think that these questions may be pitfalls, which seem simple, but in fact they are difficult, but this kind of voice is very rare.
Ordinary people think so, because the scholar class is well-informed, especially inspired by the elders in the sect, unless the status is extremely low, otherwise anyone with a higher status and profound knowledge does not believe in the immortal kingdom very much.
In their eyes, the so-called "Theory of Tools" and "Geometric Originals" are by no means books of the Immortal Kingdom, but books and doctrines of Qin Xianao, Duan Haifeng, and Liu Qin.
Therefore, it is natural to see that these three questions have different ideas.
Qin Xianao is also unavoidable, he must compromise, his "Theory of Tools" can only govern the small way, govern the side door and the left way, not the avenue, and govern the sage book, he may not have been aware of this matter himself, but this time he was pierced by Han Xianggong and Sun Xianggong. β
"Well, the matter was revealed, but it was impossible for him to retreat with his character, but he had to be tougher, so with that article "Theory of Moral Decline", with the tough words to Han Xiangxiao, with all the tough actions after that, with "Geometric Original", it's just that Qin Xian made a mistake. β
Qin Xianao didn't expect that Sun Xianggong and the bigwigs would not be relenting, so he had no choice but to withhold Sun Xianggong's letter, but Sun Xianggong used the official list to break his move, and in the end it could only be like this. β
"Yes, in the end, I can only speak strongly, and then use these three simple questions to find the bottom of the stairs. β
"This is a broken jar, knowing that he can't fight, this is how weak he is, once someone cracks it, or makes it, Qin Xianao can also say that the topic is too simple, and then the big thing becomes small, and the small thing is turned into a small thing, and I don't know. β
......
In the major cities of the Great Song Dynasty, all the restaurants, teahouses, and markets with good business, the scholar class and the non-scholar class have their own opinions, if in the past, the views expressed by the scholars, the ordinary people often only chatter, but now, many people are no longer as good as before, the scholar class is extremely convinced and afraid, plus some people are extremely convinced of Qin Xianao, so they often do not say a few words, the two sides quarreled, and people on both sides continued to join. (To be continued......)
PS: (Look at the creation where someone said that they voted for me with recommendations and monthly passes, I'm really grateful, and I'm sorry that it hasn't broken out yet!)