The acceleration of gravity is 32 feet per second, per second. This means that --eliminating any obvious aerodynamic considerations as there would be with, say, a feather -- the speed at which an object falls increases proportionately to the time it is falling. An object falling from a greater height will be falling for a longer time period and thus will reach a higher velocity and impact the ground with a greater force than one falling from a lower height.
Wiki User
∙ 14y agoif an object is lightr it will fall slower because gravity wont take it down as fast if it is heavier it will make the gravity pull it down faster
If you have the equipment you can film the bounce with a height metric in the background so that the cameral will catch the object as it bounces up against the height metric (e.g., a meter stick). If the camera is really special and you can take slo mo pictures that's even better because you can see the exact moment the object reaches max height on the meter stick. A less precise method would be to time the fall from the max bounce height. In which case the height the ball fell from would be calculated as h = 4.9 T^2 where T is the timed fall in seconds and h is the bounce height in meters.
Galileo dropped two different sized objects from the tower of Pisa and they both hit the ground at the same time. The object was to prove that the size/weight (i.e. mass) of the object would not affect the rate of fall.
Distance and time do not, in general, affect the speed. Speed, however, can affect distance or time. Distance is directly proportional to speed, time is inversely proportional.
-- Take a heavy object and a stopwatch. -- Start the timer as you drop the object from the unknown height. -- Stop the timer when the object hits the ground. -- Read the time off the watch, in seconds. Square it. (Multiply it by itself.) -- Multiply that result by 16.1 . -- Now you have the distance the object fell, in feet.
No, the size of an object does not affect the time of its free fall. In a vacuum, all objects fall at the same rate regardless of their size or mass, as described by the principle of equivalence in the theory of general relativity. This means that in the absence of air resistance, objects of different sizes will reach the ground at the same time when dropped from the same height.
The surface area of an object does not directly affect its free-fall time. Free-fall time is primarily determined by the height from which the object falls and the acceleration due to gravity. The object's surface area may affect air resistance, which could influence the object's acceleration and speed during free fall, but it doesn't directly impact the time it takes to fall.
The height from which an object is dropped does not affect its average velocity. Average velocity depends on the overall displacement and time taken to achieve that displacement, regardless of the initial height of the object.
The surface area, mass and the shape of the parachute affect the time of fall of the parachutes. Also the height, where the parachute have been dropped from. ( There are more factors that this).
The mass of an object does not affect the rate of its fall in a vacuum. In a vacuum, all objects fall at the same rate regardless of their mass due to the influence of gravity. This principle is known as the equivalence principle.
Galileo
The mass of an object will not affect the time it takes for it to reach the ground from a fixed height. Backspace
Galileo galilei
No, an object dropped from twice the height will not take twice the time to fall. This is because the time it takes for an object to fall depends on the initial velocity and acceleration due to gravity, not just the height from which it is dropped.
In a vacuum, they will fall together. Air resistance might have a minor affect on the results.
On object falling under the force of gravity (9.8 m/s2) would, in a vacuum, fall a distance of 706 metres in 12 seconds. In a non-vacuum, i.e. air, the object would fall less distance in the same time due to drag.xt = 0.5 (9.8) t2
If thrown horizontal from same height the faster object will travel farther horizontally, but time to fall is the same. If thrown straight up, the faster object will take longer to fall