Cross products and dot products in linear algebra
This is a short post where I briefly describe cross products and dot products. If you have not previously studied linear algebra, the math may be a tad complicated. Cross products The cross product of two 3D vectors u and v () defines the components of the vector that is orthogonal (perpendicular) to both. That is all! Quite simple. The formula is similarly intelligible. For vectors and , their cross product would be A better way of writing this would be in terms of determinants as so This formula can be remembered by considering the 2×3 matrix whose first row … Continue reading Cross products and dot products in linear algebra