Vector Addition Calculator
Easily calculate the resultant vector by adding multiple vectors in 2D or 3D space. Enter your vectors and visualize the sum instantly!
Enter Vectors
Input each vector's components in the format [x, y] for 2D or [x, y, z] for 3D. Click 'Add Vector' for more vectors.
Resultant Vector:
Vector Visualization
About Vector Addition
Vector addition is a fundamental operation in physics and mathematics that combines two or more vectors into a resultant vector. This operation is crucial in fields like mechanics, computer graphics, and engineering. Vectors are quantities that have both magnitude and direction, and they are often represented as arrows in space.
To use this tool, simply enter the components of the vectors you wish to add. For 2D vectors, use the format [x, y], and for 3D vectors, use [x, y, z]. The calculator will then compute and display the resultant vector, which is the vector sum of all input vectors. You can also visualize these vectors in an interactive 3D plot to better understand their spatial relationships.
Example: Adding vector A = [2, 3] and vector B = [-1, 4] results in a resultant vector R = [2+(-1), 3+4] = [1, 7].