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A line L passes through P(1, 2) such that P bisects the line segment intercepted between the axes, then the perpendicular distance of L from the origin is

Answer»

NTO DETERMINEThe perpendicular DISTANCE from ORIGIN to the line passing through P (1, 2) such that P bisects the part intercepted between the axes EVALUATIONLet the equation of the line is Now the line intersects x axis at A(a, 0) and y axis at B(0,b) So the midpoint of the line JOINING the points A and B is Now by the given condition So the equation of the line is So the required perpendicular distance from origin ━━━━━━━━━━━━━━━━Learn more from Brainly :-1. locate the following points on the cartesian plane(aEr) (0,a),(a,0),(-a, 0),(0,-a)brainly.in/question/268223382. Find the ratio in which the line segment joining the points (6, 4) and (1, -7) is divided internally by the axis X brainly.in/question/23325742



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