Science & EngineeringFormula-based · Runs in your browser

Velocity Calculator

Calculate average velocity based on displacement and time.

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Calculation steps

Follow what happened from the selected formula to the displayed answer.

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  1. 1

    Formula selected

    The calculator uses the following formula or method.

    Average velocity = displacement ÷ elapsed time.

  2. 2

    Values entered

    Your values are placed into the calculation.

    Enter values to see what is used in this step.

  3. 3

    Result calculated

    The formula or method produces the following result values.

    Results will appear after a successful calculation.

  4. 4

    Answer formatted

    Displayed values are rounded and formatted using each output’s configured precision.

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How it works

Calculate average velocity based on displacement and time.

Input query strings and outputs

Use an input name in this page’s URL as ?name=value, and join additional inputs with &. Portable shared links may instead use the compact ?ac= state parameter.

Input query strings

3
  • ?startPos= Initial Position (m)

    Number · Optional · Default: 0

  • ?endPos= Final Position (m)

    Number · Optional · Default: 100

  • ?time= Time Interval (s)

    Number · Optional · Default: 10

Outputs

1
  • result Result

    Text · Primary output

result contains the calculator’s complete rendered result area, including its visible result cards, tables, charts, and messages.

Calculate average velocity based on change in position and time

Description

The Velocity Calculator is a fundamental science tool for students and researchers. In physics, Velocity is different from “Speed.” While speed only tells you how fast an object is moving, velocity measures the rate of change in an object’s position (displacement) over a specific timeframe. This tool helps you calculate the average rate of travel by entering the Initial Position, Final Position, and the Time Taken.

Inputs

  • Initial Position (m): The starting point of the object (often 0).
  • Final Position (m): The coordinate where the object stopped.
  • Time Taken (s): The total duration of the movement in seconds.

Outputs

  • Average Velocity: The rate of displacement in meters per second (m/s).

Chart

  • N/A: This tool provides precision numeric physics results.

“Good to Know”

  • The Formula: $v = \frac{x_2 - x_1}{t}$, where $x_2$ is the final position, $x_1$ is the start, and $t$ is time.
  • Positive vs. Negative: Unlike speed, velocity can be negative! A negative result indicates the object moved “backward” toward the starting reference point.
  • Displacement: If an object runs 100m forward and 100m back to where it started, its speed was high, but its velocity was exactly 0 because its final position didn’t change!

Examples

Example 1: 100m Sprint

  • Input: Start: 0m, End: 100m, Time: 10s
  • Output: 10.00 m/s

Example 2: Slow Crawl

  • Input: Start: 5m, End: 25m, Time: 60s
  • Output: 0.33 m/s

Example 3: Backward Motion

  • Input: Start: 10m, End: 0m, Time: 5s
  • Output: -2.00 m/s
Sources
  • No external reference is listed for this calculator. Its formula and variable definitions are shown above.
Limitations
  • The model uses the stated units and idealized assumptions. Check applicability, tolerances, and safety requirements for real equipment.