Angle Between Velocity and Acceleration Vectors Calculator
Enter the components of your velocity and acceleration vectors to find the angle between them
Enter the components of your velocity and acceleration vectors to find the angle between them
The angle between velocity and acceleration vectors is:
Visual representation of the vectors in 2D plane (x-y components)
1. Dot product: v · a = 0
2. Magnitude of v: |v| = 0
3. Magnitude of a: |a| = 0
4. cosθ = (v · a) / (|v| × |a|) = 0
5. θ = arccos(cosθ) = 0 radians (0°)