Shortest Distance Between Line

Theorem in Plane|| Theorem in Space|| Distance Between Point & a Line|| Distance Between Parallel Lines|| Shortest Distance Between Skew Lines

Shortest distance between two parallel lines in vector + cartesian form

Shortest distance between two skew lines in vector + cartesian form

The shortest distance between the lines vec(r)=vec(a)+tvec(b) and vec(r)=vec(a)'+svec(b) is

The shortest distance between the line x - y = 1 and the curve x^2 = 2y is :

The shortest distance between the line x-y=1 and the curve id x^2=2y

The shortest distance between the line " 2x-3y+1=0 " and the parabola " y^(2)=4x " ,is