Vector and Scalar Equations of a Plane 

In this video I review the vector and scalar equations of a plane. The vector equation is the dot product set to equal zero between normal vector with the position vector of any two points on the plane. The scalar equation is the same as the vector equation except the dot product is evaluated, which produces a scalar (or number).
Timestamps:
- Question 14: Vector and scalar equations of a plane: 0:00
- Solution: Vector equation of a plane: 0:08
- Scalar equation of a plane: 1:10
Full video and playlists:
- Full video: • Vectors and the Geomet...
- HIVE notes: peakd.com/hive-128780/@mes/ve...
- Video sections playlist: • Vectors and the Geomet...
- Vectors and the Geometry of Space playlist: • Vectors and the Geomet... .
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