QmmmIf the roots of the quadratic equation (a - b) x + (b-C) x + (c- a) = 0 are equal,
prove that 2a = b + c
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As we know product of zeros=constant term/coefficient of x2 =C/A
C=(c-a) ,A=(a-b)
C/A=1 (1satisfies the equation by putting 1we get 0)
c-a/a-b=1
c-a=a-b
so. 2a=b+c
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