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Distance - $Deltax = (Deltav)^2/(2a)$

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on

Sep 29, 2022, 12:51:55 AM

Created by

on

Feb 9, 2016, 4:25:30 PM

$Deltax = (Deltav)^2/(2a)$

$(a)"constant acceleration"$

$(DeltaV)"change in velocity"$

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bc40770f-cf49-11e5-9770-bc764e2038f2

The Distance from Change in Velocity and Constant Acceleration calculator computes the distance traveled (Δx) by an object from the origin based on the change in velocity (ΔV) and a constant acceleration (a).

INSTRUCTIONS: Choose units and enter the following:

(ΔV) Change in Velocity
(a) Constant Acceleration

Distance from Change in Velocity and Constant Acceleration (Δx): The calculator compute the distance (Δx) in meters. However this can be automatically converted to other distance or length units via the pull-down menu.

/attachments/bc40770f-cf49-11e5-9770-bc764e2038f2/Distanceconstantacceleration-illustration.png distance traveled a.k.a. displacement

References

Light and Matter(Dr. Benjamin Crowell) Chapter 3.6 Algebraic results for constant acceleration

See Also

Motion Calculator - calculator with equations related to motion.

This equation, Distance -

$Deltax = (Deltav)^2/(2a)$ , is used in 2 pages

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Equations and Data Items

Collections

• LM 3_6 Algebraic results for constant acceleration Collection by vCollections

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Distanceconstantacceleration-illustration.png

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