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If you mean in atmosphere, the answer is "yes". It's called "terminal velocity." What the velocity is depends upon the shape of the object, because of the resistance of the atmosphere. Mind you, not the weight, since all objects are accelerated at the same rate in gravity. But if you're a great wide object, your terminal velocity (the fastest you can go) will be lower than if you're a ball bearing.

In the absence of atmosphere, the answer is "no," because you will accelerate (non-uniform velocity) until you don't anymore.

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13y ago
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15y ago

No. If you jerk it downwards, then the body will have the same velocity as your hand. If you are in a free fall and at the middle of it release the body, the body will have an initial velocity equal to your velocity when you released it.

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10y ago

Yes.Eg:-The terminal velocity of a falling object.It is the velocity of the object when

the sum of the drag force (Fd) and buoyancy equals the downward force of gravity (FG)

acting on the object. Since the net force on the object is zero, the object has zero

acceleration

.In fluid dynamics, an object is moving at its terminal velocity if its speed is

constant due to the restraining force exerted by the fluid through which it is

moving.Mathematically, terminal velocity-without considering buoyancy effects-is given by

where

Mathematically, an object approaches its terminal velocity asymptotically.

Buoyancy effects, due to the upward force on the object by the surrounding fluid, can be taken into

account using Archimedes' principle: the mass has to be reduced by the displaced fluid mass ,

with the volume of the object. So instead of use the reduced mass in this and subsequent

formulas.

===============================

The answer to the question is: No. Its motion is accelerated. The direction and/or the magnitude

of its velocity is constantly changing.

The definition of "free falling" is: The only force acting on it is its own weight, i.e. the force of gravity.

The first answer is a truly erudite and well organized treatment of motion influenced simultaneously

by gravitational and fluid forces, so it's not discussing free fall. No object at terminal velocity, or

under the influence of a drag force, or buoyancy, or with a net force of zero acting on it, or having

zero acceleration, or in a fluid with non-zero density, is a freely falling object, and the behavior of

an object in that kind of a situation is irrelevant to the question..

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15y ago

no..the velocity changes,whereas acceleration remains uniform no..the velocity changes,whereas acceleration remains uniform

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Q: Does the velocity of freely falling body remain uniform?
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If the body is freely falling, this sum will remain constant.


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