In February of this year______ Days, all year round______ Yes, in February 2008______ Day

In February of this year______ Days, all year round______ Yes, in February 2008______ Day


2013÷4=503… 1. There is a surplus, 2013 is a normal year, and the whole year has 365 days. 2008 △ 4 = 502, there is no surplus, 2008 is a leap year, February has 29 days, so the answer is: 28365, 29



Let the values of the unknowns of () on both sides of the two equations of the system of linear equations of two variables be the solutions of the system of linear equations of two variables


The values of the unknowns which make the left and right sides of the two equations (the values of the algebraic expressions) of the system of linear equations of two variables (equal) are the solutions of the system of linear equations of two variables



Quadratic equation of one variable: 1: integral includes (), (). 2: equation refers to the equation containing unknowns (). 3: the solution of the equation refers to the left and right of the equation
The value of () with equal values on both sides


One variable quadratic equation:
1: Integers include (monomials) and (polynomials)
2: An equation is (an equation) with unknowns
3: The solution of the equation refers to the value of the unknown which makes the values on the left and right sides of the equation equal



The term containing only one unknown number and the unknown number_____ Of_____ The equation is called quadratic equation of one variable


The highest number is 2



An equation with an unknown number and the highest exponent of the unknown number is 2 is called a univariate quadratic equation, such as: X & sup2; - 2x + 1 = 0. We record its general form as: ax & sup2; + BX + C = 0 (a, B, C denote known quantity, x is an unknown number, a is not equal to 0). Its solutions are: ① when B & sup2; - 4ac > 0, the equation has two unequal solutions; ② when B & sup2; - 4ac = 0, the equation has two unequal solutions, The equation has two equal solutions (i.e. one solution); ③ when B & sup2; - 4ac0
b²-4ac=0
b²-4ac


Ten minutes can solve the problem, but you have to send the answer to the Internet in ten minutes, which is a little difficult!
The first problem: the equation has two solutions, because B & sup2; - 4ac > 0
The second problem is that you take the formula of that solution to it and calculate it in the case of M, when m = m, when m is greater than 0 and when m is less than 0!



An equation with an unknown number and the highest exponent of the unknown number is 2 is called a univariate quadratic equation, such as: X & sup2; -- 2x + 1 = 0. It is known that the solution of the univariate quadratic equation AX & sup2; BX + C = 0 (a, B, C are known quantities, a ≠ 0) about X is: 1. When B & sup2; -- 4ac < 0, the equation has no solution
(1) How many solutions to the quadratic equation 2x & sup2; -- 4x + 5 = 0? Why?
(2) When a takes what value, there are two unequal solutions to the quadratic equation x & sup2; - 2x = (a -- 2) = 0
x²-2x+(a--2)=0


1、
aq=2,b=-4,c=5
b²-4ac=-240
4-4a+8>0
4a



With unknowns______ It's an equation


An equation with unknowns is an equation, so the answer is: an equation



With unknowns______ It's an equation


An equation with unknowns is an equation, so the answer is: an equation



Proportion with unknowns is also an equation


Wrong



Proportion with unknowns is also an equation? Judgment problem


Wrong
An equation with unknowns is an equation, but only the proportion is not enough. For example, X: 8 is not an equation, so we must emphasize the equation