if α,β are the roots of ax²+bx+c=0, then (1/α²)+(1/β²)
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sum of roots =alpha+beta=-b/a
product of roots=alpha.beta=c/a
1/alpha^2+1/beta^2= beta^2+alpha^2/alpha^2.beta^2
=(alpha+ beta)^2-2alpha beta/(alpha.beta)^2
=(-b/a)^2-2(c/a)÷(c/a)^2
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