At the age of 13, the last festival is to express my happiness to Peking University Of_____ , but also to Beijing University to talk about their own forever______

At the age of 13, the last festival is to express my happiness to Peking University Of_____ , but also to Beijing University to talk about their own forever______


wish
miss



What great influence did Peking University have on me?


The collection of more than 4 million books in Peking University has made me know my shallow knowledge, so that I can study selflessly. The brilliant and energetic students and the rigorous and sincere teachers in Peking University have made me feel the good teaching and learning style of Peking University, and thus become an excellent university student



What is the order of the article about the 13-year-old's fortune, and what kind of feelings he expressed for Peking University
The clearer, the better. Go to the troublemaker's side


Chronological order
According to the order of first meeting Peking University, first meeting Peking University and entering Peking University, the article expresses infinite gratitude and love for Peking University



If the value of fraction 2X-4 is positive, X should satisfy


(x²-4)/(2x-4)>0
(x-2)(x+2)/[2(x-2)]=(x+2)/2>0
have to
x+2>0 x>-2
x> - 2 and X ≠ 2



Given that the intersection of the vertex coordinates (- 2,4) and the Y-axis of the parabola is (0,3), find the analytic expression of this function


If the vertex coordinates (- 2,4), then y = a (x + 2) ^ 2 + 4
Substituting (0,3), 3 = 4A + 4, a = - 1 / 4
So y = - 1 / 4 * (x + 2) ^ 2 + 4



What is the approximate interval of the zero coordinates of the function f (x) = - x ^ 3-3x + 5?


It's a minus function, so there's a zero
f(1)>0
f(2)



9(x-1)


9x-9



To solve a simple quadratic equation of one variable
X & sup2; - 3x - 3 = 0, find the value of X


b^2-4ac=9-4*(-3)=21
X = (3 + radical 21) / 2
Or x = (3-radical 21) / 2



The fraction (5x ^ 2 + 12x + 29) / (2x ^ 3 + 10x ^ 2-3x-15) is decomposed into the sum of several partial fractions


There is a complete interpretation



X ^ 2-2x / 4 + X / 1 = X-2 / 2 solution equation


The two sides of the equation are multiplied by X (X-2) at the same time, and the unknown number in the denominator is removed. Then a one variable linear equation is obtained, and the solution is x = 2. But when x = 2, the denominator of the original equation is 0, so 2 is Zeng gen, so the original equation has no solution