Given that the equation 4K (x + 2) - 1 = 2x about X has no solution, find the value of K fast

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• 1. If the equation x / x-3 = 2 + K / x-3 about X has no solution, find the value of K
• 2. If the equation 1 / X-2 + K / x + 2 = 3 / x-4 about X has no solution, find the value of K
• 3. If the equation x / x-3 = 2 + K / x-3 of X has no solution, find the value of K
• 4. On the equation of x 1 / x-3 + K / x + 3 = 3 + K / X & # 178; - 9 finding the value of K without solution
• 5. If the equation 1 / X & # 178; - x + K-5 / X & # 178; + x = k-1 / X & # 178; - 1 has no solution, then the value of K is?
• 6. If the equation K / (x + 1) + 3 / (x-1) = 7 (X & # 178; - 1) has no solution, then K=
• 7. If the fractional equation 3 / x-3 + ax / X & # 178; - 9 = 4 / x + 3 (1) has an increasing root, the value of a (2) has no solution, the value of a? If the fractional equation 3 / x-3 + ax / X & sup2-9 = 4 / x + 3 (1) has an increasing root, the value of a (2) has no solution, and the value of a ~ is fast
• 8. When m is the value, the equation 5 / x-3 plus MX / X-9 equals 2 / x + 3 with increasing roots
• 9. If the equation M / (x ^ 2-9) + 2 / (x + 3) = 1 / x-3 has an increasing root Then M =?
• 10. When a is equal to, the root of the equation is 1
• 11. Given that the solution of the equation 3 (2x-1) = 13-2x is the same as that of the equation 6x-2k = 2 (x + 3) about X, find K
• 12. On the equation (1-x) / (x-3) + (1-mx) / (3-x) = 1 of X, there is no solution, find the value of M
• 13. Why does the equation 2 / X-2 + MX / x ^ - 4 = 3 / x + 2 have no solution when m is a value? The answer M = - 4 or 6
• 14. For the equation MX + 4 = 3x-n of X, when we find the values of M and N respectively, the original equation: (1) has unique solution (2) has numerous solutions (3) has no solution
• 15. When m is the value, the equation of X, 2 / X-2 + the square of MX / x-4 = 3 / x + 2, has no solution
• 16. We know the equation mx-m = x + 2 about X. when we find the value of M, (1) the equation has no solution; (2) the equation has a unique solution
• 17. When k takes what value, the equation x2 + kx-3 = 0 and the equation x2 + x-3k = 0 have a common root? And find out the common root
• 18. What is the case for the roots of the equation x2 + KX + K-2 = 0 of X
• 19. If two of the equations x2-kx + 6 = 0 are 5 larger than two of the equations x2 + KX + 6 = 0 respectively, then the value of K is______ ．
• 20. If the equation KX + 14 = 3 (x-1) (1) With integer solution, find the value of integer k (2) without solution, find the value of K