APP description

Vector cross product operation

The cross product is the vector multiplication of the two vectors A and B. It is also called the vector product and is denoted as A X B. The product of the vector with the size. Vector accumulates from the following properties

1，Non-exchangeable method\(A \times B = -B \times A\)

2，Distribution law\(A \times (B + C) = (A \times B) + (A \times C)\)

3，\(A (B \times C) = B \times (CA)\)

4，\(B \times C = 0\);If and only if B and C are parallel and not equal to 0

Vector cross product has many applications in mathematics, physics and other engineering. When it comes to calculating the cross product of two vectors, this vector cross product calculator can help you find the vector cross product.

Usage example

Vector A(a1i+b1j+c1k): 4i + 1j+ 3k

Vector B(a2i+b2j+c2k): 4i + 2j+ 1k

Click "Calculate" to output the result

A X B = (1x1-3x2)i +(3x4-4x1)j +(4x2-1x4)k

A X B =-5i +8j +4k

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