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Free Fall Calculator

Works out how long an object takes to fall, and how fast it is going when it lands, from either the drop height or the fall time.

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Calculators tool
Optional — only needed for the energy figures. The fall itself does not depend on it.
Enter your figures and press Calculate.
In short An object dropped from 100 m takes 4.516 seconds to fall and lands at 44.29 m/s, which is 159.4 km/h. The time is √(2h/g) and the impact speed is √(2gh) — and the mass appears in neither, which is Galileo's result and the reason a hammer and a feather land together on the Moon. This page computes the impact speed two separate ways and prints both: once from the kinematic equations, and once from conservation of energy, where mgh = ½mv² and the mass cancels algebraically. They share no working, so agreement is a check rather than a restatement. A useful anchor is that anything falls 4.903 m in the first second — the g/2 term — and the distance grows with the square of time, so it covers three times that in the second second. The critical limitation is air. Every figure here assumes a vacuum, and the error grows without limit: a human reaches terminal velocity in around 12 seconds and roughly 450 m, after which the real speed stops rising while this page keeps adding 9.8 m/s every second. For short drops of dense objects the vacuum answer is close; for anything longer, use the terminal velocity page instead, where speed approaches a ceiling rather than growing forever.

How to use the Free Fall Calculator

  1. Enter your figures in the input fields.
  2. The result updates as you type, together with the full working.
  3. Check the breakdown table to see exactly how the number was reached.

About the Free Fall Calculator

Fall time and impact speed for a dropped object, computed two independent ways.

What people use it for

  • Working out impact speed from a drop height.
  • Physics homework on kinematics.
  • Estimating how long something takes to fall.

Details

Distance fallen in the first second4.903 m
From 10 m1.428 s, landing at 50.4 km/h
From 100 m4.516 s, landing at 159.4 km/h
Mass of the objectdoes not appear in either formula
A human reaches terminal velocity inabout 12 s and 450 m

The maths behind it

This tool uses t = √(2h ÷ g) and v = √(2gh), neither of which contains the mass. Every intermediate value is shown on screen, so the result can be checked by hand.

The impact speed is shown from both the kinematic equations and from energy conservation, so you can see two independent routes reach the same number.

Where this tool stops

A vacuum calculation with constant gravity. It ignores air entirely, and it assumes the object starts from rest and that g does not change over the drop — all fine for ordinary heights, none of them true for a long fall.

Frequently asked questions

Do heavier objects fall faster?
Not in a vacuum — the mass cancels out of both formulas. In air they do, but that is drag rather than gravity: a heavier object of the same size has a higher terminal velocity, which is why a stone beats a feather and why the Moon experiment works.
How fast is something going after falling a given distance?
√(2gh), independent of mass. From 10 m that is 14.0 m/s and from 100 m it is 44.3 m/s — four times the height gives twice the speed, not four times.
When does air resistance start to matter?
Within a second or two for anything light, and after roughly 5 seconds for a dense compact object. Past about 12 seconds a human is at terminal velocity and this page is simply wrong.
Does this work on the Moon or Mars?
Yes — change the gravity field. The Moon is 1.625 m/s² and Mars about 3.72, and the vacuum assumption is actually correct on the Moon rather than an approximation.
Is the Free Fall Calculator free, or is there a paid tier?
It is free, with no account, no trial and no daily cap. Every calculators tool on inputtesthub.com works the same way: open the page and use it.
Is my data uploaded anywhere?
No. The Free Fall Calculator runs entirely in your browser using JavaScript. Because the work happens locally, the tool also keeps working if your connection drops, and closing the tab is all it takes to discard everything.
What is the equation behind the Free Fall Calculator?
It uses t = √(2h ÷ g) and v = √(2gh), neither of which contains the mass. The full working is printed under the result, so you can follow every step rather than trusting a black box.
What does a typical result look like?
Enter 100 m drop and the Free Fall Calculator returns 4.516 s, landing at 44.29 m/s.
Who is the Free Fall Calculator for?
The most common reasons people reach for it: working out impact speed from a drop height. Physics homework on kinematics. Estimating how long something takes to fall. It is built for exactly those cases rather than being a general-purpose tool with this bolted on.
Is there anything the Free Fall Calculator cannot do?
A vacuum calculation with constant gravity. It ignores air entirely, and it assumes the object starts from rest and that g does not change over the drop — all fine for ordinary heights, none of them true for a long fall. Knowing where a tool stops being trustworthy matters more than the cases where it works.
What figures does the Free Fall Calculator work from?
Distance fallen in the first second is 4.903 m. From 10 m is 1.428 s, landing at 50.4 km/h. From 100 m is 4.516 s, landing at 159.4 km/h. These are printed on the page itself, so you do not have to take them on trust.
How precise is the result?
The calculation runs in double precision and the result is shown to ten significant figures, so converting a value and converting it back returns the original. What is displayed is rounded for readability; what is copied is not.

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