If a,b,c belong to Q and a+b+c=0, then the roots of (b+c-a)x^2+(c+a-b)x+(a+b-c)=0 are
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you first put x=1 in equation
(b+c-a)+(c+a-b)+(a+b-c)=0
=> a+b+c=0
now question also given a+b+c=0
and x=1 is one root of equation
let r is another root of equation
sum of roots=r+1=-(c+a-b)/(b+c-a)
r =-2c/(b+c-a)
(b+c-a)+(c+a-b)+(a+b-c)=0
=> a+b+c=0
now question also given a+b+c=0
and x=1 is one root of equation
let r is another root of equation
sum of roots=r+1=-(c+a-b)/(b+c-a)
r =-2c/(b+c-a)
abhi178:
now you look solution
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