Distance of point from given line

Illustration based upon parametric form OF equation OF line || Distance OF a point from given line

illustration Based upon Parametric Form OF Equation OF Line || Distance OF a point from given Line

Statement 1:(5x-5)^(2)+(5y+10)^(2)=(3x+4y+5)^(2) is a parabola.Statement 2: If the distance of the point from a given line and from a given point (not lying on the given line) is equal,then the locus of the variable point is a parabola.

Statement 1: (5x-5)^2+(5y+10)^2=(3x+4y+5)^2 is a parabola. Statement 2: If the distance of the point from a given line and from a given point (not lying on the given line) is equal, then the locus of the variable point is a parabola.

Statement 1: (5x-5)^2+(5y+10)^2=(3x+4y+5)^2 is a parabola. Statement 2: If the distance of the point from a given line and from a given point (not lying on the given line) is equal, then the locus of the variable point is a parabola.

Distance OF point from the line || Distance between two parallel lines || Distance between two skew line || Illustration on cross product

To find perpendicular distance of a point from a line and distance between 2 parallel lines

Consider the line 3x – 4y + 2 = 0 and the point (2, -3) Find the distance of the point from the line.