Suppose a,b,cϵR, a+b+c> 0, A=bc−a2, B=ca−b2, C=ab−c2and ∣∣ ∣∣ABCBCACAB∣∣ ∣∣=49
Given ax2 + bx +c ≥0 , bx2+cx+a≥0 , cx2+ax+b≥0 where a≠b≠c and a,b,cϵR . Now a2+b2+c2ab+bc+ca cannot take the value(s)