If x^2+ax−3x−(a+2)=0 has real and distinct roots, then minimum value of (a^2+1)/(a^2+2) is

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If `x^(2) +ax - 3x-(a+2) = 0` has real and distinct roots, then minimum value of `(a^(2)+1)/ If `x^(2) +ax - 3x-(a+2) = 0` has real and distinct roots, then minimum value of `(a^(2)+1)/
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