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Plane
6.1 Plane
A plane in 3-D can be considered as an infinite flat surface. Hence, any 2-D shape is a plane in a 3-D space. As we cannot draw an infinite surface, a finite 2-D surface near the region of interest will be used.
Examples of plane in daily life:
6.2 Vector Equation of a plane
6.3 Finding Equation of a plane
There are many possibilities to find the equation of a plane. A few cases are displayed.
6.4 Cartesian Equation of a plane
6.5 Point of intersection of a line with a plane
6.6 To find the foot of a perpendicular from a point on a plane
6.7 To find the perpendicular distance of a point from a plane
6.8 Formula for perpendicular distance of a point from a plane
6.9 Angle between a line and a plane
6.10 Angle between two planes
6.11 To find the line of Intersection of two planes
6.12 Lines and planes
6.13 Projection of a vector on another
6.14 Perpendicular distance of plane from Origin
6.15 Perpendicular distance between 2 parallel plane
6.16 Perpendicular distance of a point from a plane
