If ax2+bx+c=0 does not have real and distinct roots, then
4a-2b +c > 0
4a-2b +c < 0
b(4a - 2b +c)<0
c(4a - 2b +c)>0
If ax2 + b x +c= 0 does not have real and distinct root, then
f(0)f(−2)>0⇒c(4a−2b+c)>0