Find the distance of the point P(6,5,9) from the plane determined by the points `A(3,-1,2),\ B(5,2,4)` and `C(-1,\ -1,\ 6)dot`

(i) Find the distance of the point P (6,5,9) from the plane determined by the points A (3,-1,2) B (5,2,4) and C (-1,-1,6). (ii) Find the distance between the point (7,2,4) and the plane determined by the points. A (2,5,-3) B (-2,-3,5) and C (5,3,-3,) .

Find the distance between the point P(6,5,9) and the plane determined by the points A(3,-1,2) and C(-1,-1,6)

Find the equation of a plane passing through the pint P(6,\ 5,\ 9) and parallel to the plane determined by the points A(3,\ -1,\ 2)B(5,\ 2,\ 4)a n d\ C(-1,\ -1,\ 6)dot Also find the distance of this plane from the point A.

Find the distance of the point (1,-2,3) from the line joining the points (-1,2,5) and (2,3,4).

Find the distance between the point (7,2,4) and the plane determined by the points a(2,5,-3),B(-2,-3,5) and C(5,3,-3)

Find the distance of the point (-1,1) from the line 12(x+6)=5(y-2)

Find the distance of the point (-1,1) from the line 12(x+6)=5(y-2)

Find the distance of the point (-1, 1) from the line 12(x+6)=5(y-2) .

Find the vector equation of the point determined by the points A (3,-1,2), B (5, 2, 4) and C (-1, -1, 6) Hence, find the distance of the plane, thus obtained, from the origin.

Find the distance of a point (2,5,-3) from the plane vecr.(6hati-3hatj+2hatk)=4.