3D Vector Space
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3D View
Head-to-Tail
Parallelogram
Show Component View
Vector Controls
Edit Selected Vector
Fix Angle Between Vectors
Vector A ↔ Vector B:
34.7°
Operations
Vector Sum (ΣV) - Head-to-Tail Method
Parallelogram Law - A + B = Resultant
Vector Difference - A - B
Dot Product - A · B
Cross Product - A × B
Magnitudes - |V| for all vectors
Live Equations:
Select an operation to see equations
Select an operation to see equations
Vector Properties
Total Vectors:
2
Resultant Magnitude:
0.00
Total Length:
0.00
Angles
A-B Angle:
0.0°
Dot Product:
0.00
Cross Mag:
0.00
Methods:
• Head-to-Tail: Place vectors end-to-end
• Parallelogram: Complete parallelogram from vectors
• Components: V = Vxî + Vyĵ + Vzˆk
• Resultant: R = ΣV = √(ΣVx² + ΣVy² + ΣVz²)
• Head-to-Tail: Place vectors end-to-end
• Parallelogram: Complete parallelogram from vectors
• Components: V = Vxî + Vyĵ + Vzˆk
• Resultant: R = ΣV = √(ΣVx² + ΣVy² + ΣVz²)