Question

five properties of cross products​

Answer 1

Answer:

Properties of the Cross Product:

The length of the cross product of two vectors is.

The length of the cross product of two vectors is equal to the area of the parallelogram determined by the two vectors (see figure below).

Anticommutativity:

Multiplication by scalars:

Distributivity:

The scalar triple product of the vectors a, b, and c:

Answer 2

$\large\mathbf{QUESTION}$

five properties of cross products

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${Properties \:of \:the \:Cross \:Product:}$

The length of the cross product of two vectors is.

The length of the cross product of two vectors is equal to the area of the parallelogram determined by the

two vectors

Anticommutativity:

Multiplication by scalars:

Distributivity:

The scalar triple product of the vectors a, b, and c: