3D Vector Magnitude Calculator

All the 3D vectors can be represented in 3 dimensional space by a directed line segment, which has a starting point and an ending point. This gives each vector a magnitude and direction. Use thi online 3D vector magnitude calculator to calculate the magnitude of three dimensional vectors with the given vector coordinates. This simple vector algebra calculator uses the three-dimensional magnitude of a vector formula to compute the results in a reliable manner.

All the 3D vectors can be represented in 3 dimensional space by a directed line segment, which has a starting point and an ending point. This gives each vector a magnitude and direction. Use thi online 3D vector magnitude calculator to calculate the magnitude of three dimensional vectors with the given vector coordinates. This simple vector algebra calculator uses the three-dimensional magnitude of a vector formula to compute the results in a reliable manner.

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Formula:

v = √(x2 + y2 + z2) Where, v = Magnitude Vector x = Point of x Angle y = Point of y Angle z = Point of z Angle

Example:

Calculate the magnitude of a 3d vector for the coordinates of x,y and z be 3,2 snd 5.

Solution:

v = √(32 + 22 + 52) = 6.1644.

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