Determinat base equation OF line & Locus

Locus OF point if angle between two vectors given || equation OF line and circle

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

Illustrations Based upon Equation OF Lines

Illustrations Based upon Equation OF Lines

Illustrations Based Upon Equation OF Lines Equations OF Lines and Section Formula

Illustrations Based Upon Equation OF Lines Equations OF Lines || Section Formula

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

the lines 3x + 4y 12 and Consider a variable line L which passes through the point of intersection P of x + 2y-5 = 0 meeting the coordinate axes at points A and B. Then 5 4. · locus of middle point°f segment AB has the equation?+x-4 2(x2 + y2) = 4x + 3y locus of centroid of the variable triangle OAB has the equation (where O is origin)-+-6 (A) (B) locus of the feet of the perpendicular from the origin on the variable line L has the equation (C) (D) locus of middle point of segment AB has the equation 8 3

The straight line joining any point P on the parabolay ^(2)=4ax to the vertex and perpendicular from the focus to the tangent at Pintersect at R, then the equation of the locus of R is