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Vector Cross Product Calculator

Compute the cross product of two 3D vectors A and B, returning the resulting perpendicular vector. Ideal for physics, engineering, and graphics problems involving torque, normals, or rotational axes.

Vector A - x component

Vector A - y component

Vector A - z component

Vector B - x component

Vector B - y component

Vector B - z component

Fill in the required fields to see your result.

Linear Algebra

Angle Between Vectors Calculator

Compute the angle in degrees between two 2D vectors using cos θ = (v1·v2)/(|v1|·|v2|) and the arccosine function. The result lies in [0°, 180°] regardless of vector orientation.

Vector 1 - X component

Vector 1 - Y component

Vector 2 - X component

Vector 2 - Y component

Fill in the required fields to see your result.

Key differences

	Vector Cross Product Calculator	Angle Between Vectors Calculator
Category	Linear Algebra	Linear Algebra
Inputs required	6	4
Result	Cross product (x, y, z) (units)	Angle Between Vectors (degrees)
What it does	Compute the cross product of two 3D vectors A and B, returning the resulting perpendicular vector. Ideal for physics, engineering, and graphics problems involving torque, normals, or rotational axes.	Compute the angle in degrees between two 2D vectors using cos θ = (v1·v2)/(\|v1\|·\|v2\|) and the arccosine function. The result lies in [0°, 180°] regardless of vector orientation.