If \[a,b,c\in Q\], then roots of the equation\[(b+c-2a){{x}^{2}}+\] \[(c+a-2b)x+(a+b-2c)=0\] are

If \[a,b,c\in Q\], then roots of the equation\[(b+c-2a){{x}^{2}}+\] \[

1.	If \[a,b,c\in Q\], then roots of the equation\[(b+c-2a){{x}^{2}}+\] \[(c+a-2b)x+(a+b-2c)=0\] are
A.	Rational
B.	Non-real
C.	Irrational
D.	Equal
Answer» B. Non-real

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If \[a,b,c\in Q\], then roots of the equation\[(b+c-2a){{x}^{2}}+\] \[(c+a-2b)x+(a+b-2c)=0\] are

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