`(y^(2)+ky-3)(y-4)=y^(3)+by^(2)+5y+12`
In the equation above, k is a nonzero constant. If the equation is true for all values of y, what is the value of k?

11x-24y=8 kx-36y=5 In the system of equations above, k is a constant. If the system has no solutions, what is the value of k?

If (3y-1)(2y+k)=ay^(2)+by-5 for all values of y, what is the value of a+b?

(1)/(2)x-(5)/(6)y=5 -2x+ky=3 In the system of linear equations above, k is a constant. If the system has no solution, what is the value of k?

(k-1)x+(1)/(3)y=4 k(x+2y)=7 In the system of linear equations above, k is a constant. If the system has no system, what is the value of k?

25=(ky-1)^2 In the equation above y=-2 is one solution. If K is a constant, what is a possible value of k?

If x=k^2 and y=k is a solution of the equation x-5y+6=0 then find the values of k

If x=k^2 and y=k is a solution of the equation x-5y+6=0 then find the values of k

kx-3y=4 4x- 5y =7 In the system of equations above, k is a constant and x and y are variables. For what value of k will the system of equations have no solution?

2y^(2)=3(y+9) If j and k represent solutions of the equation above and jgtk , what is the value of j-k ?