universal data
Chapter 440 Camping
Chapter 440 Camping
443 chapter
In the afternoon, the five winners, including Cheng Nuo, and other major winners sat in a high-tech theater and watched a movie supported by the third-generation 5D equipment developed by Professor Corvo.
And the group of failed students could only stand under the big screen next to the school square, looking up their heads, while being "humiliated" by others' onlookers.
After the first competition, the biggest winner is of course Cambridge University.
After all, two of the five winners came from Cambridge University.What's more, the No.1 Cheng Nuo won with absolute crushing attitude!
At this point, even if you are reluctant, you have to accept this reality.
After this incident, Cheng Nuo, who was originally inconspicuous, has grown in importance in everyone's hearts, and they regard Cheng Nuo as a lifelong enemy.
However, there were still many people who did not recognize Cheng Nuo's strength.
They believed that the previous Rubik's Cube game could not really test a person's true mathematical level. That guy Cheng Nuo only came out on top because of his relatively strong computing power.
Cheng Nuo will definitely reveal his true colors when it comes to the questions that really test his math ability.
They look forward to that moment...
…………
Mr. Edward didn't make the group of guys who were expecting Cheng Nuo to show his true colors wait too long.
After watching the movie, Edward announced the arrangement for the next session.
Everyone will row across the Jian River, cross the Mathematical Bridge, and finally stop at Gray Lake for outing and camping.
Jianhe is a small river passing through the small town of Cambridge. It runs north-south and winds into Gray Lake. Cheng Nuo was wearing thick cotton gloves, and the wooden paddles were sliding hard into the icy cold river water. His face was blown by the cold wind. Almost lost consciousness.
Cheng Nuo couldn't help but want to curse now.
The weather in early March, the remaining coldness of winter has not dissipated, and the temperature has dropped a little in the past few days. When the small wind blows, the cold air will slap you hard through the gap between the sleeves.
If you go camping at this time, you will probably be frozen to death at night.
I don't know who the hell came up with such a stupid plan.
"Ah chirp!" Mr. Edward sneezed, rubbed his nose, and continued to stand on the deck of the boat, with his hands behind his back, looking forward with deep eyes.
After a lot of tossing, everyone finally arrived at the camping site, and at this time the sky was completely dark.
After lighting the bonfire, Cheng Nuo reflected his bluish-cold face on the firelight, and gradually regained consciousness.
Stuffing his hands into his pockets, Cheng Nuo found a warm place to sit down.
"Hey, guys, I have some unfortunate news for you. We seem to be missing a few tents. Oh, that's too bad!" Edward walked over and announced the news to everyone.
As soon as the words fell, the students in the camp suddenly became restless.
In such a cold weather, even if you live in a tent, you will be terribly frozen, let alone... there is no tent to live in!
"This was my mistake, but the top priority now is to think about how to solve this problem." Although Mr. Edward said this, there was no look of regret on his face.
On the contrary...the wonderful expression waiting for the opening of the drama.
"Mr. Edward, how many tents do we have left?" a classmate asked.
"Nine tents." Edward reported a number, everyone breathed a sigh of relief, and then heard Edward continue, "I thought I brought fifteen tents, so that three people in a school can have one tent, but now it seems , everyone can only squeeze."
Everyone nodded one after another. In such a situation, it's better to squeeze in for a night than to freeze outside for a night.
"But..." Mr. Edward changed his words, "There must be some students who are unwilling to accept this arrangement, so I came up with a good idea!"
Everyone looked at each other, looking at Mr. Edward's tricky smile, and seemed to understand something.
Sure enough, Mr. Edward's next words revealed the purpose:
"Since we played a small game in the morning, this time, we might as well use another game to determine the allocation of tents."
really!What to go camping, what to bring less tents, these are all fake!
The reason is to let them fight to the death for a tent.
Really good calculation!
Everyone gritted their teeth tightly, but looked helpless.
Knowing that this was Edward's plan, they could only obediently agree to Edward's proposal.
Whether it's for the sake of the school's face, or to avoid spending the night with others, they must agree to that game.
Seeing that no one came forward to raise objections, Edward smiled warmly, "The rules of the game are very simple. The school is the unit. The top three can get a tent alone, while the remaining twelve The school can only accommodate six people in one tent. Everyone, do you have any objections?"
Hearing that the school is the unit, many people's eyes lit up.
In terms of individual strength, they may not be more than [-]% sure of defeating Cheng Nuo, but since it is a team battle, their chances of winning may be much higher.
"Mr. Edward, we have no objections, you can directly announce the content of the game."
"Well, the problem this time is very simple, and it belongs to the field of number theory." In the anticipation of everyone, Edward announced the problem of this round, "There are infinitely many ways to prove prime numbers!"
"Within half an hour, the more proof methods the three universities come up with, the university will get a tent alone. Now, the timer begins!"
As soon as Mr. Edward's words fell, the students sitting around the bonfire roiled for a while, and soon [-] universities gathered into [-] small groups, and some of them were afraid that others would hear what they were discussing. , deliberately moved the position farther away.
"Cheng Nuo, in order not to get cold at night and for the reputation of Cambridge University, the three of us must fight side by side and do our best!" Cheng Nuo's No. [-] teammate said as soon as he came over.
Teammate No. [-] nodded approvingly, "I'm not very good at number theory, so it might be a little troublesome, but Brother Denton's main focus is number theory, so this question should come at your fingertips, Cheng Nuo, how about you?"
"Me?" Cheng Nuo pointed at himself and smiled, "I'm fine."
The two thought that Cheng Nuo was not good at such questions, so they smiled and did not continue the discussion.
It was Cheng Nuo who earned face for Cambridge University in the last round, so what's the point of the two of them leading Cheng Nuo this time.
Are there infinitely many prime numbers?
This question may sound ridiculous at first glance.
The definition of a prime number is a positive integer greater than 1 that has no other factors except 1 and itself. From this definition alone, there must be infinitely many reasons for a prime number to have no a priori reason.
But mathematics is a very reasonable subject, and a rigorous proof process is necessary to prove the proposition "there are infinitely many prime numbers".
(End of this chapter)
443 chapter
In the afternoon, the five winners, including Cheng Nuo, and other major winners sat in a high-tech theater and watched a movie supported by the third-generation 5D equipment developed by Professor Corvo.
And the group of failed students could only stand under the big screen next to the school square, looking up their heads, while being "humiliated" by others' onlookers.
After the first competition, the biggest winner is of course Cambridge University.
After all, two of the five winners came from Cambridge University.What's more, the No.1 Cheng Nuo won with absolute crushing attitude!
At this point, even if you are reluctant, you have to accept this reality.
After this incident, Cheng Nuo, who was originally inconspicuous, has grown in importance in everyone's hearts, and they regard Cheng Nuo as a lifelong enemy.
However, there were still many people who did not recognize Cheng Nuo's strength.
They believed that the previous Rubik's Cube game could not really test a person's true mathematical level. That guy Cheng Nuo only came out on top because of his relatively strong computing power.
Cheng Nuo will definitely reveal his true colors when it comes to the questions that really test his math ability.
They look forward to that moment...
…………
Mr. Edward didn't make the group of guys who were expecting Cheng Nuo to show his true colors wait too long.
After watching the movie, Edward announced the arrangement for the next session.
Everyone will row across the Jian River, cross the Mathematical Bridge, and finally stop at Gray Lake for outing and camping.
Jianhe is a small river passing through the small town of Cambridge. It runs north-south and winds into Gray Lake. Cheng Nuo was wearing thick cotton gloves, and the wooden paddles were sliding hard into the icy cold river water. His face was blown by the cold wind. Almost lost consciousness.
Cheng Nuo couldn't help but want to curse now.
The weather in early March, the remaining coldness of winter has not dissipated, and the temperature has dropped a little in the past few days. When the small wind blows, the cold air will slap you hard through the gap between the sleeves.
If you go camping at this time, you will probably be frozen to death at night.
I don't know who the hell came up with such a stupid plan.
"Ah chirp!" Mr. Edward sneezed, rubbed his nose, and continued to stand on the deck of the boat, with his hands behind his back, looking forward with deep eyes.
After a lot of tossing, everyone finally arrived at the camping site, and at this time the sky was completely dark.
After lighting the bonfire, Cheng Nuo reflected his bluish-cold face on the firelight, and gradually regained consciousness.
Stuffing his hands into his pockets, Cheng Nuo found a warm place to sit down.
"Hey, guys, I have some unfortunate news for you. We seem to be missing a few tents. Oh, that's too bad!" Edward walked over and announced the news to everyone.
As soon as the words fell, the students in the camp suddenly became restless.
In such a cold weather, even if you live in a tent, you will be terribly frozen, let alone... there is no tent to live in!
"This was my mistake, but the top priority now is to think about how to solve this problem." Although Mr. Edward said this, there was no look of regret on his face.
On the contrary...the wonderful expression waiting for the opening of the drama.
"Mr. Edward, how many tents do we have left?" a classmate asked.
"Nine tents." Edward reported a number, everyone breathed a sigh of relief, and then heard Edward continue, "I thought I brought fifteen tents, so that three people in a school can have one tent, but now it seems , everyone can only squeeze."
Everyone nodded one after another. In such a situation, it's better to squeeze in for a night than to freeze outside for a night.
"But..." Mr. Edward changed his words, "There must be some students who are unwilling to accept this arrangement, so I came up with a good idea!"
Everyone looked at each other, looking at Mr. Edward's tricky smile, and seemed to understand something.
Sure enough, Mr. Edward's next words revealed the purpose:
"Since we played a small game in the morning, this time, we might as well use another game to determine the allocation of tents."
really!What to go camping, what to bring less tents, these are all fake!
The reason is to let them fight to the death for a tent.
Really good calculation!
Everyone gritted their teeth tightly, but looked helpless.
Knowing that this was Edward's plan, they could only obediently agree to Edward's proposal.
Whether it's for the sake of the school's face, or to avoid spending the night with others, they must agree to that game.
Seeing that no one came forward to raise objections, Edward smiled warmly, "The rules of the game are very simple. The school is the unit. The top three can get a tent alone, while the remaining twelve The school can only accommodate six people in one tent. Everyone, do you have any objections?"
Hearing that the school is the unit, many people's eyes lit up.
In terms of individual strength, they may not be more than [-]% sure of defeating Cheng Nuo, but since it is a team battle, their chances of winning may be much higher.
"Mr. Edward, we have no objections, you can directly announce the content of the game."
"Well, the problem this time is very simple, and it belongs to the field of number theory." In the anticipation of everyone, Edward announced the problem of this round, "There are infinitely many ways to prove prime numbers!"
"Within half an hour, the more proof methods the three universities come up with, the university will get a tent alone. Now, the timer begins!"
As soon as Mr. Edward's words fell, the students sitting around the bonfire roiled for a while, and soon [-] universities gathered into [-] small groups, and some of them were afraid that others would hear what they were discussing. , deliberately moved the position farther away.
"Cheng Nuo, in order not to get cold at night and for the reputation of Cambridge University, the three of us must fight side by side and do our best!" Cheng Nuo's No. [-] teammate said as soon as he came over.
Teammate No. [-] nodded approvingly, "I'm not very good at number theory, so it might be a little troublesome, but Brother Denton's main focus is number theory, so this question should come at your fingertips, Cheng Nuo, how about you?"
"Me?" Cheng Nuo pointed at himself and smiled, "I'm fine."
The two thought that Cheng Nuo was not good at such questions, so they smiled and did not continue the discussion.
It was Cheng Nuo who earned face for Cambridge University in the last round, so what's the point of the two of them leading Cheng Nuo this time.
Are there infinitely many prime numbers?
This question may sound ridiculous at first glance.
The definition of a prime number is a positive integer greater than 1 that has no other factors except 1 and itself. From this definition alone, there must be infinitely many reasons for a prime number to have no a priori reason.
But mathematics is a very reasonable subject, and a rigorous proof process is necessary to prove the proposition "there are infinitely many prime numbers".
(End of this chapter)
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