How can I simplify the following matrix equation?
$$\frac{||A \times B||_{II}}{||A||_{II}}$$
where A, B are 3x1 matrices, x is a cross product.
EDIT: I'm askingg about the cross product in 3D space and using the usual Euclidean norm.
How can I simplify the following matrix equation?
$$\frac{||A \times B||_{II}}{||A||_{II}}$$
where A, B are 3x1 matrices, x is a cross product.
EDIT: I'm askingg about the cross product in 3D space and using the usual Euclidean norm.
Your notation is odd
$$ \frac{\| A \times B \|}{\| A\|} = \frac{\|A\|\|B\| \sin(\theta)}{\|A\| } = \|B\| \sin(\theta)$$