ANSWER: a larger distance than in the second before
If an object is dropped from rest at a height of 128 m, the distance it falls during its final second in the air is still 128 m.
Because gravity is the sorce of how the object with less mass falls down
You hold an object; then you release it, and it falls to the ground.You hold an object; then you release it, and it falls to the ground.You hold an object; then you release it, and it falls to the ground.You hold an object; then you release it, and it falls to the ground.
The shape of an object affects the wind resistance that will press against the object, slowing it as it falls.
-- the mass of the object -- the height through which it falls
When an object falls down.When an object falls down.When an object falls down.When an object falls down.
Every second, it falls farther and faster than it fell in the previous second.
If an object is dropped from rest at a height of 128 m, the distance it falls during its final second in the air is still 128 m.
No. Since the speed of a falling object keeps increasing, it falls through more distance in each second than it did in the second before.
Because gravity is the sorce of how the object with less mass falls down
when an object falls is it reactin to the force of gravity?
You hold an object; then you release it, and it falls to the ground.You hold an object; then you release it, and it falls to the ground.You hold an object; then you release it, and it falls to the ground.You hold an object; then you release it, and it falls to the ground.
The speed stays thesame but the distance stays the same.
The shape of an object affects the wind resistance that will press against the object, slowing it as it falls.
wind resistance, and gravity, mass does not in any way contribute to how an object falls.
-- the mass of the object -- the height through which it falls
If it falls for a greater height, the pull of gravity has more time to speed it up. Without air resistance, gravity speeds an object up by 9.8 meter/second2, or 9.8 meter/second/second; that means that every second, the speed increases by 9.8 meter/second. Another point of view is that at a greater height an object has more potential energy; when the object falls, this is converted into kinetic energy. To have more kinetic energy, the object must fall at a greater speed.