Is it possible for one to say that an object moving vertically downward can accelerate less than the value of?

Question

Is it possible for one to say that an object moving vertically downward can accelerate less than the value of "g"?

Answer 1

Sure, it would require some force in the up direction, like a parachute.

Answer 2

Assuming that you're talking about a free falling body, the answer is yes. The body may be subject to wind and frictional forces between the body and atoms in the air resulting in an acceleration less than g. Also, free falling bodies eventually reach a "terminal velocity" at which these frictional forces offset the acceleration due to gravity and the object continues to fall at constant speed.

Answer 3

Air friction will strengthen up the object in the choice process acceleration from G. it particularly is in basic terms organic. using fact the question would not require you to forget friction - or the different forces, for that count number - then your answer must be confident. Friction performs an substantial place on your on a daily basis life... otherwise rain drops could bypass away craters on effect and vehicles could be bodily unable to quit.

Answer 4

yes, air resistance can take into effect, or if any other forces are applied. you could add a rocket booster to the object and that would slow the downward acceleration.

Answer 5

Of course. Acceleration in free-fall depends on electrodynamics, aerodynamics and buoyancy as well as gravity.

;-D Things react to electrical fields, air-streams and liquid environments in different ways. Nothing moves in a perfectly straight line.

Answer 6

Yes, things such as wind resistance can keep an object from accelerating at g.