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Kinematic Analysis • 3 meters Drop

Free Fall Time from 3 meters - How Long to Fall?

Dropping an object from a height of 3 meters in vacuum results in an elapsed fall time of 0.782 seconds and a terminal impact speed of 7.67 m/s (approx. 27.6 km/h or 17.2 mph).

Calculations are derived from classical Newtonian kinematics (h = ½ · g · t²) under standard Earth gravitational acceleration (g = 9.80665 m/s²).

Free Fall Drop Time & Impact Velocity

Classical Newtonian Kinematics in Vacuum (NIST Reference CODATA)

Formulat = √(2h / g) | v = √(2gh) = g · t
Quick Presets:
Time of Fall (Duration)g = 9.81 m/s²
0.782 s

Elapsed duration for an object to reach ground in vacuum from 3 m.

Terminal Impact Velocityv = √(2gh)
7.67 m/s
27.6 km/h17.2 mph

Drop Time Comparison Across Solar System (3.0m Drop)

t ∝ 1/√g
Earth (g = 9.81)0.78s • 28 km/h
Moon (g = 1.62)1.92s • 11 km/h
Mars (g = 3.71)1.27s • 17 km/h
Jupiter (g = 24.79)0.49s • 44 km/h
Venus (g = 8.87)0.82s • 26 km/h
Mercury (g = 3.7)1.27s • 17 km/h
Affiliate Disclosure: As an Amazon Associate, we earn from qualifying purchases at no additional cost to you (Amazon Tag: skymotion20-20).
Curated Laboratory & Study Equipment

Recommended Classical Mechanics & Physics Literature

Hand-selected peer-reviewed literature, optical instruments, and mechanics resources verified by physics educator Traian Anghel.

Theoretical PhysicsASIN: 0465024939
The Feynman Lectures on Physics, Vol. 1
Classic University Mechanics Text

The Feynman Lectures on Physics, Vol. 1

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University PhysicsASIN: 189138922X
Classical Mechanics by John R. Taylor
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Classical Mechanics by John R. Taylor

Clear, rigorous pedagogical treatment of Newton's laws, kinematics, momentum, and orbital mechanics.

Engineering PhysicsASIN: 1337553298
Physics for Scientists and Engineers
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By Raymond A. Serway & John W. Jewett. Comprehensive kinetic energy, work, and friction mechanics.

3m Drop Time & Weight Across the Solar System

Celestial BodySurface Gravity (g)Fall Duration (t)Impact Velocity (km/h)70kg Person Weight
Earth
9.81 m/s²0.782 s27.6 km/h686.7 N (70.0 kg)
Moon
1.62 m/s²1.925 s11.2 km/h113.4 N (11.6 kg)
Mars
3.71 m/s²1.272 s17.0 km/h259.7 N (26.5 kg)
Jupiter
24.79 m/s²0.492 s43.9 km/h1735.3 N (177.0 kg)
Venus
8.87 m/s²0.822 s26.3 km/h620.9 N (63.3 kg)
Mercury
3.7 m/s²1.273 s17.0 km/h259.0 N (26.4 kg)

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Frequently Asked Questions

Q1.How long does it take an object to fall 3 meters on Earth?

In a vacuum under standard Earth gravity (g = 9.80665 m/s²), an object dropped from rest takes exactly 0.782 seconds to fall 3 meters, calculated via t = √(2h / g).

Q2.What is the impact velocity from a 3m drop?

At ground impact after falling 3m, the object reaches a velocity of 7.67 m/s, which equals 27.6 km/h (17.2 mph).

Q3.How does free fall from 3m compare on the Moon vs Jupiter?

On the Moon (g = 1.62 m/s²), falling 3m takes 1.92 seconds. On Jupiter (g = 24.79 m/s²), the same fall takes just 0.49 seconds due to its immense gravitational acceleration.

Affiliate Disclosure: As an Amazon Associate, we earn from qualifying purchases at no additional cost to you (Amazon Tag: skymotion20-20).
Curated Laboratory & Study Equipment

Recommended Classical Mechanics & Physics Literature

Hand-selected peer-reviewed literature, optical instruments, and mechanics resources verified by physics educator Traian Anghel.

Theoretical PhysicsASIN: 0465024939
The Feynman Lectures on Physics, Vol. 1
Classic University Mechanics Text

The Feynman Lectures on Physics, Vol. 1

By Richard Feynman, Robert Leighton & Matthew Sands. Mechanics, radiation, kinetics, and heat.

University PhysicsASIN: 189138922X
Classical Mechanics by John R. Taylor
Highest-Rated Mechanics Textbook

Classical Mechanics by John R. Taylor

Clear, rigorous pedagogical treatment of Newton's laws, kinematics, momentum, and orbital mechanics.

Engineering PhysicsASIN: 1337553298
Physics for Scientists and Engineers
Comprehensive Problem-Solving Standard

Physics for Scientists and Engineers

By Raymond A. Serway & John W. Jewett. Comprehensive kinetic energy, work, and friction mechanics.