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Chapter 93 How good is the nine-year compulsory education? 4k(2/3)

Therefore, there are not as many people working as "scholars" as there are "soldiers".
Among high-level professionals, there are far fewer [scholar] type professionals than [warrior] type professionals.
"Hey, you don't know how simple it is?" Although Earl Akeli next to him is not a [mathematician], he is very proficient in numbers as a [businessman].
He looked at the giant sword and smiled.
He actually has a good relationship with Earl Jusword. Earl Jusword is a generation of nobles, or he earned the title of earl by his own hard work.
The same is true for him. The two of them cherish each other for the family fortune they have worked hard for.
Moreover, as a new earl, Earl of Great Sword has a huge demand for Warcraft.
"Akli's Shop" specializes in the Warcraft business, including not only Warcraft cubs and Warcraft eggs, but also the sale of some ingredients and other raw materials.
So he also has financial dealings with Earl Jusword.
"So you know how to do calculations? But it's true, you do this all day long, otherwise you would have reached level 15 already." Count Jusword glanced at Count Akli angrily.
Akli also glanced at him: "I am a [Businessman], I just don't calculate enough, otherwise I would have been promoted long ago."
"You." Earl Jusword glared and wanted to retort, but was interrupted by Princess Lika.
"Oh, okay! Mr. Earl Akeli, please tell me how to solve it!" Princess Lika opened her big eyes and looked at Akeli.
Akli immediately showed a warm smile: "Of course, Your Highness Lika, you are the cutest and smartest in the rumors. You are incomparable to an old swordsman like Ju Jian. This question is actually very simple..."
Akli immediately started explaining.
In addition to Lika, several other nobles also listened carefully.
After talking for a while, several people around her looked surprised, but Lika was still full of doubts.
After a while, Akli explained everything in detail again.
Princess Lika finally showed her "I understand" expression.
Akli still kept smiling, but he was sweating a little inside.
It seems that Her Highness Lika is really not good at mathematics!

At this time, looking at the expressions of the people around him, Laplace was even more proud.
Of course, Lin Ke was dumbfounded...
Just...that's it?
Isn’t this elementary school mathematics?
Level 3 [Mathematician]... emmm...
Why is this level the same as the King of Gods?
Is this thing really not a body?
Marquis on Ice is really not green?
In other words, the King of Gods was still possible at the time. At least I had been conjecturing it for a long time, but I just didn't calculate it.
Lin Ke took another look at Laplace's appearance. He was probably no more than ten years old...
Okay, that's normal. Calculated in the past, I was in elementary school. Elementary school mathematics seems to be the same type of question.
Therefore, Lin Ke raised his head.
"What? You can't answer?" Laplace saw Lin Ke raising his head and looking at him, and said with a sneer.
Laplace has already thought about it. Maybe direct sarcasm is not good enough. It is best to let Lin Ke admit that he lost to him and admit that he is the most talented!
In the world of children, who is the strongest, who is the most powerful, who loses and who wins has always been very important, and has always been a point of contention and quarrel among children.
But Lin Ke was not as disbelieving as Laplace imagined, then collapsed, then doubted life, and then worshiped like crazy.
On the contrary, Lin Ke shook his head slightly, with a disappointed look on his face: "You have 280,000 yuan, and we have 160,000 yuan."
Mathematics is the cornerstone of all modern sciences. Everything can be deceived or deceived, but numbers cannot.
When you look at the empty place in front of you, your eyes, ears, nose, and skin all tell you that there is nothing in front of you.
But after mathematical calculations, you will find that there is actually something there, but you can't observe it.
Back then, scientists guessed that there was something there, a Pluto, by using various physical and mathematical methods such as gravity, astronomy, and astronomy to calculate Pluto.
It was impossible to observe it at that time, but when it became possible to observe it later, it was indeed proved that Pluto does exist.
This is the charm of mathematics.
Your eyes may deceive you, your ears may deceive you, and even your relatives, your best friends, your beloved, etc. may deceive you.
But mathematics doesn't.
Therefore, the development of mathematics largely reflects the development of science.
The creation of many mathematical tools was not obvious at the beginning, and was even regarded as useless by many short-sighted people.
But with the development of time, each mathematical achievement was finally applied, allowing society to develop and progress.
If Lin Ke wants to industrialize and conduct scientific research and exploration, necessary assistants and industrial supporting systems are indispensable.
And mathematics is the top priority.
But now it seems that a person who is a social elite, the son of a marquis, and is also a [mathematician], actually started with an elementary school topic, which is really disappointing to Lin Ke.
Of course, Lin Ke also knew that in a place like this where there is no nine-year compulsory education, one really cannot expect too much.
For people like the Earl of Great Sword, who probably only have some awareness of some liberal arts such as history and politics, and others who have spent most of their lives wielding swords and guns, it is normal for them to be bad at primary school mathematics.
But this also lets Lin Ke know how to improve the system in the future.
It is not that he adapts to the existing system, but that he will follow suit after he becomes stronger and learn from the superior and powerful system of his previous life.
It would be best for him to be able to integrate everything and be compatible with hundreds of schools of thought and create his own characteristics just like in his previous life.
In other words, Lin Ke may not necessarily copy everything from his previous life, but learn from it!
Take everything you can and build Azan!
Azan, we must take the path of the Lincolnist system with Azan's characteristics!
Lin Ke was deep in thought, but others didn't think so.
Lin Ke, who was meditating, didn't notice that the face of Laplace in front of him became even more gloomy and cold, even a little unbelievable.
Laplace ignored the exclamations of the people around him and said with an ugly face: "I underestimated you, you can come up with the questions."
Just then Butler Billy arrived, holding some high-quality plant fiber paper and two quills in his hands.
Lin Ke immediately took the paper and pen, but it was of no use. Instead, he put it on a chair aside, and then said: "There are two animals, a chicken and a rabbit, in a cage..."
Chicken and rabbit in the same cage!
This is also a elementary school problem, very simple, but it is simpler and easier to understand with equation solutions.
Lin Ke wanted to see how this person would solve it.
However, Laplace did not answer immediately. Instead, he exerted professional power on his body, and several spots of light appeared on his head, emitting a faint light.
This is a skill!
And looking at the almost smooth time, it seems to be a skill of the skill level!
Lin Ke looked at those light spots, and the more he looked at them, the more surprised he became.
The combination of these light spots seems to be an equation!
The text uses the common language of Naseng and the common numbers of Naseng. The combination is roughly as follows:
ax+by=z
cx+dy=n
These two lines of light spots shimmered above Laplace's head, looking somewhat mysterious.
"What is this?" Lin Ke couldn't help but ask out loud, curious.
Why is a system of equations popping up on my head?
To be continued...
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