Vector Cross Product Calculator

Vector A
i + j + k
Vector B
i + j + k
A x B  =  14i + 4j - 10k

Vector Cross Product Calculator to find the resultant vector by multiplying two vector components. The concept of the vector cross product is used to describe the product of physical quantities which have both a magnitude and a direction associated with them.

Vector Cross Product

The Cross Product is the product of two vectors A and B. This vector multiplication is also known as vector products and denoted by A x B. It is a vector with magnitude. The vector product obeys the following properties.
1. Not commutative Law A x B = -B x A
2. The Distributive Law A x (B + C) = (A x B) + (A x C)
3. A (B x C) = B x (CA)
4. B x C = 0; if and only if B and C are parallel and not equal to 0

The cross product of vectors is used in many applications of mathematics, physics and other engineering operations. When it comes to calculate the cross product of two vectors, this vector cross product calculator can help you to find out the resulting vector.