MathematicsMedium38×since 2002Q3541If the solution curve of the differential equation ((tan−1y)−x)dy=(1+y2)dx(({\tan ^{ - 1}}y) - x)dy = (1 + {y^2})dx((tan−1y)−x)dy=(1+y2)dx passes through the point (1, 0), then the abscissa of the point on the curve whose ordinate is tan(1), isA2eB2e{2 \over e}e2C2D1e{1 \over e}e1Check answerSkip