1.

Let f(x)(xgt1) be a differentiable function satisfying f(x)=(In x)^(2)-int_(1)^(e) (f(t))/t dt. Then if area bounded by tangent line ofy=f(x) at (e,f(e)), then curve y=f(x) and x=1 is A then [A] is ([.] is G.I.F)

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