
Distance from a point to a line  2Dimensional.Page navigation:
Definition. Distance from a point to a line — is equal to length of the perpendicular distance from the point to the line.Distance from a point to a line on plain formulaIf Ax + By + C = 0 is 2D line equation, then distance between point M(M_{x}, M_{y}) and line can be found using the following formula
Examples of tasks with from a point to a line on plainExample 1. To find distance between line 3x + 4y  6 = 0 and point M(1, 3).
Solution. Let's use the formula:
Answer: distance from point to line is equal to 0.6. Analytic geometry: Introduction and contentsDistance between two pointsMidpoint. Coordinates of midpointEquation of a lineEquation of a planeDistance from point to planeDistance between two planesDistance from a point to a line  2DimensionalDistance from a point to a line  3DimensionalAngle between two planesAngle between line and plane
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