The equation `(a+2)x^2+(a-3)x=2a-1, a!=2` has rational roots for

The equation (a+2)x^(2)+(a-3)x=2a-1,a!=-2 has roots rational for

The equation (a + 2)x^2 + (a-3)x = 2a - 1, a != -2 has roots rational for

If m in Z and the equation m x^(2) + (2m - 1) x + (m - 2) = 0 has rational roots, then m is of the form

Statement-1 : The equation x^(2)-2009x+2008 =0 has rational roots . and Statement -2 : The quadratic equation ax^(2)+bx+c=0 has rational roots iff b^(2)-4ac is a prefect square.

Statement-1 : The equation x^(2)-2009x+2008 =0 has rational roots . and Statement -2 : The quadratic equation ax^(2)+bx+c=0 has rational roots iff b^(2)-4ac is a prefect square.

True or false The equation 2x^2+3x+1=0 has an irrational root.

True or false The equation 2x^2+3x+1=0 has an irrational root.

The equation 2^(2x) + (a - 1)2^(x+1) + a = 0 has roots of opposite sing, then exhaustive set of values of a is

The equation 2^(2x) + (a - 1)2^(x+1) + a = 0 has roots of opposite sing, then exhaustive set of values of a is