MTL - My Senpai Knows Magic-Chapter 103 Chen Luo 3 even

After Calvin announced the end of the meeting, many scholars had already stood up and were about to leave.

That "wait" made everyone's movements stop, and their eyes turned to the corner.

Chen Luo was used to being watched like this by everyone. Under the gaze of these honorary scholars, he slowly stood up.

"Blair..." Ahead, Britney looked at her with a hint of surprise on her face.

When he heard the familiar voice, Calvin's body trembled, and there was a glimmer of hope in his heart.

Although Blair is known as the devil in mathematics, he has always been a person who can create miracles. If there is anyone in Yapo who can stop the footsteps of those Gaya scholars, except for the "Luo Shen" who has not appeared for a long time Besides, it's Blair the Devil.

Although the trace of God is hard to find, the devil is by their side.

Calvin walked quickly to the corner, looked at Chen Luo with burning eyes, and asked, "Mr. Blair, do you have a solution?"

Having lived here for so long, Chen Luo still has some feelings for the Loran Kingdom.

He is an honorary scholar of the Loran Kingdom, and those Gaya scholars who slapped the face of the mathematics community of the Lorain Kingdom slapped him in the face.

What's more, the matter was originally because of him, and the aftermath should also be handed over to him.

Originally, he planned to offer a low-key anonymous reward to help Yapo City and Loran save some face.

After hearing Calvin say that the kingdom rewarded 5,000 gold coins, Chen Luo knew that he could no longer keep a low profile.

As long as the money is enough, even if he is a great scholar, Chen Luo will still teach him to be a man.

Chen Luo didn't answer Calvin's question directly, looked at him and asked, "As long as those Gaya scholars can be stopped, the kingdom offers a reward of 5,000 gold coins?"

After finishing speaking, he added: "Of course, it's not important whether gold coins or gold coins. The important thing is that I come from the Kingdom of Loran, and it is my duty to protect Loland and maintain the glory of Loland."

"As long as you can stop them, you can get the five thousand gold coins rewarded by His Majesty the King." Calvin nodded without hesitation and said, "This is the news that just came from the kingdom, and His Majesty is also very concerned about the affairs of Yapo City. If Let them leave the city of Yapo like this, from now on, the Lorraine math community will be a joke..."

The mathematics community of a country has all the bounty problems solved by a visiting mission from another country, and all the bounty is taken away. Once such a thing happens, the mathematics community of the Loran Kingdom will no longer be able to lift its head.

Calvin thought for a while, and then added: "Lord Blair, if Loren wants to win, he must win with dignity. You can't maliciously make things difficult for Gaya's visiting scholar."

"got it."

Chen Luo nodded, it's not easy to make things difficult for the other party, let them make a 10,000-square-sided shape within half an hour of divine grace, it's just that, it's still Lorraine's face lost, not only can't be saved Dignity, will be considered by other countries as unworthy to lose.

The questions they raise must be meaningful, theoretically achievable, and recognized by all scholars as valuable questions.

It's best to look at anyone who can do it, and I can do it, but when you start, you doubt the classic problems of life.

This kind of problem, Chen Luo can produce a book.

Chen Luo looked at Calvin and said, "It's not a problem to let those Gaja scholars stop in Yapo City."

Calvin said excitedly: "Really?"

"But I have one condition."

Calvin hurriedly said, "Your Excellency Blair, please speak."

At this time, let alone a condition, even if it is ten or a hundred, as long as this urgent need can be solved, Calvin will agree without hesitation.

Chen Luo looked at the opposite and said, "Let Abel Howard give me fifty gold coins."

Calvin was stunned, not knowing what this meant.

If he can really help the Yapo City Branch to tide over the difficulties, even if he asks for another five thousand gold coins, the scholars of the Loran Kingdom will help him collect them, but he only needs fifty, and he appoints Abel Howard.

His Excellency Blair, with the name of the devil, is indeed unpredictable by ordinary people.

Hearing Chen Luo's words, Abel was also surprised for a moment, and then smiled: "If Your Excellency Blair can restore the glory of Lorraine mathematics, Abel is willing to give you five hundred gold coins."

Chen Luo shook his head and said, "I only need fifty."

He still has principles to be a man, the fifty gold coins are his, even if he wins the kingdom's five thousand gold coins, he still loses the fifty gold coins, and he will forever lose the gold coins that belong to him...

What Chen Luo wanted was not gold coins, but a good idea.

Abel looked at him and nodded, "I agree."

Chen Luo looked at Calvin and said, "Bring the paper."

A deacon had already brought the prepared pen and paper over.

Chen Luo quickly wrote a few lines on the paper and handed it to Calvin.

Calvin and the scholars around him couldn't wait to look up, and after a moment of stunned, a blank expression appeared on their faces.

It's not that these questions are so difficult that they can't find a clue, but they are too easy.

Simply unbelievable that this was proposed by the Edwin Prize winner.

There are three problems on the paper, all of them are ruler and rule drawing problems.

The so-called rulers and compasses are straightedges and compasses without scales. As early as hundreds of years ago, the ancestors of the mathematics field discovered that using straightedges and compasses without scales can draw various geometric figures that meet the requirements. Later, Ruler and compass drawing has formed a fashion in mathematics. Mathematicians are immersed in the limited use of compasses and rulers without scales, and they call it the rule-and-rule drawing method.

These three ruler and rule drawing questions, each question has only one sentence.

Triangulate any given angle.

Find a square with the same area as the circle.

Find the edge length of a cube such that the volume of the cube is twice the volume of the known cube.

On the surface, these three questions are really too simple. According to their experience and intuitive feelings, this is almost the simplest kind of ruler and compass drawing problem.

Calvin is also worried that Chen Luo will ask some extremely complicated and time-consuming questions to embarrass the Gaya scholars, which will make the Loran Kingdom a joke.

He never thought that the question he asked was so simple.

He looked at Chen Luo and said unsurely, "Mr. Blair, are you serious?"

Chen Luo smiled and said, "You can try it first."

Trisecting an angle, turning a circle into a square, and multiplying a cube are three famous classical problems in ancient Greece. The beauty of these three problems is that they look very simple, without any fancy things, and can be described in one sentence. But when you actually do it, you will find their horror.

These three classical problems were raised in ancient Greece before BC. Since they were raised, mathematicians in every era have tried to give perfect answers to these three problems.

It was not until more than 2,200 years later that mathematicians proved that these three seemingly simple problems were impossible to solve with a ruler and a compass alone.

They are also referred to as "ruler-and-ruler drawing problems".

For more than 2000 years, generations of mathematicians have tried their best to overcome the three major problems, and some people have questioned the significance of these three problems. Why do mathematicians have to drill the horns to solve the problem with a non-ruler-and-ruler method?

What they don't understand is that this is actually the romance of classical mathematicians.

Mathematical research does not necessarily have to be practical. Mathematicians must figure out every unknown mystery. This stubborn spirit is the spirit of science.

More importantly, countless mathematicians have made countless breakthroughs in the process of trying to complete this impossible thing, discovered some new mathematical ideas and methods, and provided Greek mathematics and modern mathematics. The more valuable part of the mind.

Each of their breakthroughs is a victory of human wisdom, and will bring some new ideas and new methods to the world. This is the value of these three questions.

Calvin asked him to provide valuable questions that looked simple, yet stumped Gaya scholars, and Chen Luo had to move them out.

As for some other well-known problems, they are either impossible to complete in a short period of time at first glance, and mean to make things difficult for others, or they are too modern. In the case that many mathematical concepts have not yet been proposed, mathematicians here may not necessarily see it. I understand the topic, but it's not suitable for taking it out...

The Mathematical Association naturally cannot do without rulers and gauges. These honorary scholars simply sat back in their seats and answered these three questions in the conference room.

In their opinion, with so many honorary scholars present, such a simple question should have a result soon.

However, this sitting is a dozen times of divine grace.

It was already midnight, and not a single scholar got up in the conference room of the Mathematical Association.

It was late at night, Chen Luo yawned, pushed the door and walked in from the outside, walked over to Britney, handed her the cream cake he just bought, and said, "Mr. Britney, have something to eat. "

When these scholars challenged the three major classical problems~www.novelbuddy.com~ of course he would not wait here stupidly, he went to the Magic Association to read books early, and chatted with Jasmine for a while, and invited her to have afternoon tea, On the way, he also brought lunch and dinner for Mrs. Britney, and now the small cake is already a supper.

Calvin scratched his hair, and his head was about to explode when he thought about a dozen divine favors.

He thought he would be able to solve these three problems soon, but the truth is that whenever he thought he had found a way, he soon found out that his way was wrong.

This kind of feeling that he could almost touch the truth, but when he made up that little bit, only to find that he was getting farther and farther from the truth was enough to make people crazy.

At this moment, he deeply realized the terror of Devil Blair.

He will give you hope, but when you keep moving forward along the hope you thought, you find that the end of this hope is actually the abyss of despair...

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