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If the solution curve of the differential equation dy/dx = x + y - 2 / x - y passes through the point (2,1) and (k + 1,2), k > 0, then

(A) 2 tan-1 (1/k) = loge (k2 + 1)

(B) tan-1 (1/k) = log(k2 + 1)

(C) 2 tan (1/k) = log(k2 + 1)

(D) 2 tan(1/k) = log(k2 + 1)

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