Velocity: Difference between revisions

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[[Category:Done 2020-02-29]]
[[Category:Done 2026-07-01]]
[[Category:Translated to French]]
[[Category:Translated to French]]
[[fr:Vélocité]]
[[fr:Vélocité]]
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Velocity can be calculated from by the following expression:
Velocity can be calculated from by the following expression:


<center><math>\vec{v} = \frac{\Delta x}{\Delta t}</math></center>
<center><math>\vec{v} = \frac{\Delta \vec{x} }{\Delta t}</math></center>


The arrow above the velocity variable v indicates that it is a vector variable, and has some direction.
The arrow above the velocity variable v indicates that it is a vector variable, and has some direction.
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==Examples==
==Examples==
The train was moving at 50 km/h west.
The train was moving at 50 km/h west.
*50km/h represents the speed
*50 km/h represents the speed
*West indicates the direction.
*West indicates the direction.



Revision as of 17:34, 25 June 2026

Velocity is the measurement of speed included with a direction. Both speed and direction are measured relative to some fixed object (in most cases, our planet earth). The numerical value of speed can be represented as a negative, which would indicate the opposite direction as indicated.

Equation

Velocity can be calculated from by the following expression:

v=ΔxΔt

The arrow above the velocity variable v indicates that it is a vector variable, and has some direction.

Velocity unit converter

Please see below to convert among various units for velocity:



Examples

The train was moving at 50 km/h west.

  • 50 km/h represents the speed
  • West indicates the direction.

The Frisbee was thrown with a horizontal velocity of 10 m/s

  • 10 m/s represents the speed
  • the direction is horizontal, meaning the speed measurement is not accounting for the speed the Frisbee is falling

After the accident, the car was traveling at a velocity of -2 km/h

  • The speed of the vehicle is 2km/h
  • The direction would be the opposite direction which the vehicle is facing (intuitive deduction)

Hyperphysics has a more detailed discussion of velocity.

For Further Reading