How to Calculate Direction ratio of plane with z axis given perpendicular distance between plane and point?
Direction ratio of plane with z axis given perpendicular distance between plane and point calculator uses direction_ratio_3_of_plane = (Perpendicular Distance)+(Constant Coefficient of Plane1)-(Direction Ratio 1*X Coordinate in 3D Space)-(Direction Ratio 2*Y Coordinate in 3D Space)/(Z Coordinate in 3D Space) to calculate the Direction ratio 3 of plane, The Direction ratio of plane with z axis given perpendicular distance between plane and point formula is defined as a number proportional to direction cosine. Direction ratio 3 of plane and is denoted by c_{3_plane} symbol.
How to calculate Direction ratio of plane with z axis given perpendicular distance between plane and point using this online calculator? To use this online calculator for Direction ratio of plane with z axis given perpendicular distance between plane and point, enter Perpendicular Distance (d), Constant Coefficient of Plane1 (Coef_{Constant_plane1}), Direction Ratio 1 (a_{1}), X Coordinate in 3D Space (X), Direction Ratio 2 (b_{2}), Y Coordinate in 3D Space (Y) & Z Coordinate in 3D Space (Z) and hit the calculate button. Here is how the Direction ratio of plane with z axis given perpendicular distance between plane and point calculation can be explained with given input values -> 0.296667 = (0.03)+(2)-(0.7*2)-(0.2*5)/(3).