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If F(x) = ∫ln((1 - t)/(1 + t))dt for t ∈ [0, x], then F'(-x) + F'(x) equals

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in Integrals calculus by (41.4k points)

If F(x) = ∫ln((1 - t)/(1 + t))dt for t ∈ [0, x], then F'(-x) + F'(x)  equals

(A) 0 

(B) e 

(C) 1/e 

(D) None of these

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Answer is (A) 0

 

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