The next day, I had lunch and rested for an hour, and the second trial of the couplet came as scheduled.
Like yesterday, I entered the examination room 15 minutes earlier, prepared the answering tools, and quietly waited for the arrival of the test bell.
At 2 o'clock, the second exam of the Shulian officially started.
Qin Luo had been prepared long ago. He picked up the test paper and looked at it. There were only three questions.
But the invigilator gave three full draft papers.
The first question, geometry question, 15 points.
The second question, algebra question, 15 points.
The third question, the calculation of pure sequence, 30 points!
60 points in total!
Mathematics exams have always had a rule, that is, the higher the score, the more difficult the exam.
This seemingly common sequence problem is indeed the most difficult one.
Write a pen to solve the problem.
first question!
Well, although it is the simplest question on the test paper, it is enough to scare off 99% of the candidates in the country.
This is a real test for genius!
A right-angled trapezoid is drawn on the test paper, and in the positive direction, there are three lines P, M, and Q on the outside of the figure, which require proof that PMQ is perpendicular to the trapezoid.
The trapezoid and the square intersect, with various lines crisscrossing, and there are as many as 12 intersections.
Can you make up this beautiful picture? I think my scalp feels numb.
"I don't know who asked the question. Isn't this deliberately scumbag?" Qin Luo looked around, wailing.
Simply, this question is difficult, but for Qin Luo, it is still acceptable.
Three times, five divided by two, the first question is solved.
It takes 5 minutes.
Then came the second question, Algebra, which was not a problem for Qin Luo. In 3 minutes, the answer was already on paper.
The last one is left, a sequence worth 30 points!
Looking around, Qin Luo smiled helplessly, the loneliness of the master.
However, in the next second, he was stunned.
This series of numbers is very unusual!
Proof: When p<2^(2^(n+1)), Mp has 2^(n+2)-n-2 prime numbers.
Emmmm!
This is exactly the deformation of Zhou's conjecture!
He said he didn't believe it or not, but he was quite honest in his heart.
Qin Luo was certain that the person who produced this set of papers was Li Xueming.
In a sense, this is an exam specially prepared for him!
Exhaling the system warehouse, taking out the scroll, Qin Luo squeezed it down.
At this moment, the academic hall opened a door for Qin Luo, and Zhou guessed that theoretical knowledge was like the Yellow River bursting into Qin Luo.
——
In the monitoring room, through the cameras in the examination room, Li Xueming was monitoring Qin Luo's every move.
Zhou guessed that it was a question he added temporarily, and the purpose was very simple. He wanted to grind Qin Luo's temperament.
Huaxia has never lacked geniuses, but looking at the world, there are few Huaxia scientists who can achieve success in the academic circle. One of the most important reasons is that they are too arrogant and so lofty.
Qin Luo, the most outstanding mathematics genius of Beishan City's generation, did not want Qin Luo to embark on the same old path as everyone else.
Li Xueming's mouth smiled, and Qin Luo's embarrassment of not being able to write was already in his expectation, "Be dumbfounded, kid, Zhou's guess is not so easy to prove."
"Group leader, you are not afraid to scare him." A middle-aged judge said with a wry smile.
Originally there were only two questions in the second test, and the last one was added temporarily by Li Xueming against all opinions, and it was only for Qin Luo.
"If you don't cut your jade, you won't be a weapon. He may be our second Zhou Haizhong in Beishan City." Li Xueming said with a smile.