Vector Dot (Scalar) Product Calculator
Calculate the dot product of two vectors and their angle.
Result
32
Dot product: 32
Result in all units
Step-by-step solution
What Is the Vector Dot Product?
The dot (scalar) product is the sum of the products of the corresponding components of two vectors. The result is a number and is used to find the angle between the vectors.
How is it calculated?
How Is It Calculated?
a·b = aₓbₓ + a_yb_y + a_zb_z
- Enter the components of the two vectors.
- The corresponding products are added together.
Frequently Asked Questions
What does it mean if the dot product is zero?
The two vectors are perpendicular to each other (they form a 90 degree angle).