Vector dot and cross products (K-A)

• Vector dot product and vector length (K-A)
• Proving vector dot product properties (K-A)
• Proof of the Cauchy-Schwarz inequality (K-A)
• Vector triangle inequality (K-A)
• Defining the angle between vectors (K-A)
• Defining a plane in R3 with a point and normal vector (K-A)
• Cross product introduction (K-A)
• Dot and cross product comparison/intuition (K-A)
• Vector triple product expansion (very optional) (K-A)
• Normal vector from plane equation (K-A)
• Point distance to plane (K-A)
• Distance between planes (K-A)