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Easily calculate the velocity of a falling object using our Height to Velocity Calculator. Find free fall speed, time, and energy with step-by-step results.
When an object falls from a certain height, it gains speed as it comes down. The Height to Velocity Calculator helps you find out how fast an object will be moving when it reaches the ground. This is based on simple physics formulas used in free fall motion. Whether you are a student, teacher, or just curious, this calculator makes it easy to calculate the velocity, time to fall, and even the energy involved.
In physics, velocity gained by a falling object is determined by the pull of gravity and the height it falls from. The standard acceleration due to gravity on Earth is 9.8 m/s².
The basic formula to calculate velocity from height is:
v = √(2gh)
where:
This means, the higher the object is dropped from, the faster it will be moving when it hits the ground.
Suppose you drop an object from a height of 20 meters.
v = √(2 × 9.8 × 20)
v = √392
v ≈ 19.8 m/s
So the object will be moving at about 19.8 meters per second just before impact.
If you include mass in the calculation, the velocity remains the same, because mass cancels out in the formula. However, mass does affect the total kinetic energy.
Kinetic Energy = ½mv²
This means that while two objects of different masses fall at the same speed, the heavier one will have more energy at impact.
Use v = √(2gh). Just insert the height and gravity value.
In pediatrics, “height velocity” is different. It refers to the rate at which a child grows in height over time, usually measured in cm per year.
Using the formula h = ½gt²:
h = 0.5 × 9.8 × (2²)
h = 19.6 meters
So in 2 seconds, an object falls about 19.6 meters.
First, convert feet to meters: 50 ft ≈ 15.24 m.
v = √(2 × 9.8 × 15.24)
v = √298.7
v ≈ 17.3 m/s (about 38.7 mph)
The Height to Velocity Calculator is a simple yet powerful tool that makes physics easier to understand. By entering just a few values, you can quickly find out how fast an object will move when falling from a given height. It is useful for students learning physics, teachers explaining free fall concepts, and even hobbyists who want to calculate real-world scenarios.
With step-by-step results, unit conversions, and extra details like time to fall and kinetic energy, this calculator gives you everything you need in one place.