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Yes, it can. Initially, an object will be accelerating downward (with an acceleration equal to g - f, where f is the force of air resistance). During this period, mass is constant but velocity is continually increasing, so momentum increases as well.

However, because f is dependent on v (the speed of the object relative to the air), at a certain velocity, the force of air resistance will equal gravity, and the object will stop accelerating (this velocity is known as "terminal" velocity). At this point, the object will fall with constant speed, and momentum will remain constant.

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12y ago
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11y ago

an object which moves in a circle must have a net inward force. There are many instances

of individual outwards forces which are exceeded by an individual inward force

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In terms of an answer to the question . . .

The magnitude of its momentum is constant. But momentum is a vector ... its

direction is the same as the direction of the object's velocity. So the momentum

vector isn't constant.

Exactly the same reasoning as velocity in circular motion at constant speed.

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15y ago

determine if the momentum of an object moving in a circular path at constant speed is constant.

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Q: Determine if the momentum of an object moving in a circular path at constant speed is constant?
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