Expand and bring the given quadratic equation in the standard form then apply the discriminant rule to get h^2<((a-b)^2)/4
For the second question form the equation k[x-(2a+b)][x-(a+2b)]=0 where k is any real number.
, find the value of "h" when the roots of the equation are real(a>b). If The roots are ,Then find the quadratic equations which have the roots of By the correct substitution....
In this problem i find the value of "h" like this h<= But, How can i find that quadratic equations by substituting...