The Distance between Vectors ( |V - U| ) calculator computes Distance Between Vectors the magnitude of the difference of the end points of two vectors in three dimensional space.  The result is the distance between the endpoints of vector U and vector V.

INSTRUCTIONS: Enter the following:

• (V):  Enter the x, y and z components of vector V separated by commas (e.g.  3,8,6)
• (U):  Enter the x, y and z components of vector U separated by commas (e.g.  3,8,6)

Distance between Vectors ( |V - U| ): The calculator returns the difference between the end points of vectors V and U.

3D Vector Functions

• k V - scalar multiplication
• V / |V| - Computes the Unit Vector
• |V| - Computes the magnitude of a vector
• U + V - Vector addition
• U - V - Vector subtraction
• |U - V| - Distance between vector endpoints.
• |U + V| - Magnitude of vector sum.
• V • U - Computes the dot product of two vectors
• V x U - Computes the cross product of two vectors
• V x U • W - Computes the mixed product of three vectors
• Vector Angle - Computes the angle between two vectors
• Vector Area - Computes the area between two vectors
• Vector Projection - Compute the vector projection of V onto U.
• Vector Rotation - Compute the result vector after rotating around an axis.
• (ρ, θ, φ) to (x,y,z) - Spherical to Cartesian coordinates
• (x,y,z) to (ρ, θ, φ) - Cartesian to Spherical coordinates
• (r, θ, z) to (x,y,z) - Cylindrical to Cartesian coordinates
• (x,y,z) to (r, θ, z) - Cartesian to Cylindrical coordinates
• Vector Normal to a Plane Defined by Three Points