Fill in the blanks: the root of equation (x + 1) = x + 1 is? If x square + 6x + k is a complete square expression, then the value of K is?

1. The root is - 1 or 0 2. K = 9

RELATED INFORMATIONS

1. If the square of X + 2x + k is a complete square, then k =
2. Given that the parabola y = 2x2 + 6x + m intersects the X axis at points a and B, and ab = 2, then M=______ ．
3. X square plus 6x plus 4 = 0
4. It is known that x2 + 2kx + 9 is a complete square expression, and the value of (K + 2) (K-2) (K2 + 4) can be obtained Wrong, it should be We know that X & # 178; + 2kx + 9 is a complete square, Find the value of (K + 2) (K-2) (K & # 178; + 4)
5. When k is a value, x2-4xy + 4y2-10x + 20Y + K2 + 9 is a complete square expression X2: the square of X 4y2: the square of 4Y K2: the square of K
6. If the algebraic formula x2 + kxy + Y2 is a complete square, then the value of K is
7. First three solution equation, (X-2) 2-25 = 0, which 2 is square
8. If the factorization result of polynomial X & sup2; - MX + 25 is (X-5) (X-7), can you determine the value of M?;
9. The cube of polynomial x-4x + nx-2x-5 is equal to the cube of polynomial x + 3x + MX + 4x-5
10. If 4x ^ 2 + 2mx + 1 is a complete square, what is the value of M
11. If the quadratic trinomial x ^ 2-6x + m ^ 2 is a complete square, then the value of M is
12. If the square of X + 2 (M-3) x + 49 is a complete square, M =? 3Q
13. 1. The minimum value of quadratic function is 1, f (1-x) = f (3 + x), f (0) = f (2) to find f (x) 2. Y = x & # 178; - 2aX + 1 is an increasing function on [0,1], and the range of a is obtained
14. Let the quadratic function f (x) = x ^ 2 + BX + C satisfy f (1) = - 4, f (2) = - 3,5 * f (4), and find the minimum value of this function
15. The sixth power of (A's Square b) / the fifth power of (A's Square b)
16. On the equation of X, the square of X-2 (M + 2) x + (the square of m-1) = 0 (1) When m is a real number, the equation has two positive real roots (2) When m is a real number, the equation has a positive real root and a negative real root
17. The monotone decreasing interval of 2-3x ^ 2 power of function y = 3 is
18. Xn power - XN-1 power + 1 / 4xn-2 power
19. If the square of inequality X - 6x > = n is (O, 1] constant for any x, then the value range of n is?
20. Solving inequality: 1-x square + 6x > 0