If the solution X of the equation 7x + 2m = 5 + X satisfies - 1

RELATED INFORMATIONS

• 1. Given that the solution set of the equation AX2 + 4x + 1 = 0 is a, and there are two elements in a, try to find the value range of the real number a
• 2. Given that the function f (x) = x2 + (a + 2) x + B satisfies f (- 1) = - 2 (1) if the equation f (x) = 2x has a unique solution, find the value of real numbers a and B; (2) if the function f (x) is not a monotone function in the interval [- 2,2], find the value range of real numbers a
• 3. Given that the function f (x) = x + (a + 2) x + B satisfies f (- 1) = - 2: if the equation f (x) = 2x has a unique solution, find the value of real numbers a and B Write down the whole process,
• 4. Given that a + 2B = 0, prove the third power of a + 2Ab (a + b) + 4B = 0
• 5. We know the absolute value of 4x + 3 + (4 / 3 of Y-3) 2010 power = 0 Find the value of (2XY) 100 power
• 6. If the square of AB = 3, find the square of the algebraic formula (the fourth power of AB) * (the square of a, b) * (the fifth power of B)
• 7. If the fourth power of a digit is 81, then the third power of the digit is 81--------
• 8. The second power of M + M-1 = 0, M =?
• 9. The second power of M + m-2 = 0 to find the value of M + 2000 There are two answers
• 10. What's the difference between Newton's binomial formula in high school and binomial theorem in high school? Which power can be a non integer,
• 11. Given that the solution of the equation 7x-5m = 2 about X is m, then the value of M is? A. - 1 B.1 C. - 1 / 6 D.1 / 6. Please explain the process of solving the problem
• 12. If M + 1 square-2 = 1 of equation (m-1) x is a linear equation with one variable, then the value of M is__ When x=____ The values of the algebraic formula x + 2 and 2x-1 are opposite
• 13. There are eight monomials with coefficients of 1 and letters a, B, C, D
• 14. There are four monomials with the letters a, B, C and the coefficient of ± 1
• 15. At the same time, they all contain letters a, B, C, and the coefficient is 1 A. 4 B. 12 C. 15 D. 25
• 16. How many monomials are there that contain letters a, B, C and the coefficient is 1
• 17. At the same time, they all contain the letters a, B, C, and the coefficient is 1 A. Four B. five C. six D. seven
• 18. Write a quartic monomial with a coefficient of - 3 and the letters X and y______ (just write one)
• 19. If the coefficient is - 1 / 2 and only contains the letters X and y, the cubic monomials are____ Two, they are_____ ?
• 20. Write a binomial with a coefficient of - 1 and only x and y