Inertia - two objects falling

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In a vacuum, two objects of different masses will fall simultaneously when a supporting plank is removed, despite the heavier object's greater inertia. The heavier object does not take longer to start falling; both objects experience the same gravitational acceleration regardless of mass. The greater gravitational force acting on the heavier object balances its higher inertia, resulting in identical fall times. Therefore, both objects will begin to fall at the same moment, with no detectable delay. The discussion clarifies that inertia and gravitational force counteract each other, leading to uniform acceleration for all masses.
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I've read other posts about this but I don't think this question was covered.

Say you have two objects with different masses in a vacuum sitting on some kind of plank. Next, you remove the plank from both at the same time. The heavier object has a greater inertia, which means that it has a greater tendency to resist change. Does that mean that it will take longer to start falling? By longer I mean something that can't been seen with the naked eye, but a computer can detect the difference in time to start falling.
 
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compuser123 said:
I've read other posts about this but I don't think this question was covered.

Say you have two objects with different masses in a vacuum sitting on some kind of plank. Next, you remove the plank from both at the same time. The heavier object has a greater inertia, which means that it has a greater tendency to resist change. Does that mean that it will take longer to start falling? By longer I mean something that can't been seen with the naked eye, but a computer can detect the difference in time to start falling.

It seems to me that if it doesn't start falling immediately, then it never will. Why would it "wait" before starting to fall?
 
Thanks guys. Your help is much appreciated.
 
compuser123 said:
I've read other posts about this but I don't think this question was covered.

Say you have two objects with different masses in a vacuum sitting on some kind of plank. Next, you remove the plank from both at the same time. The heavier object has a greater inertia, which means that it has a greater tendency to resist change. Does that mean that it will take longer to start falling? By longer I mean something that can't been seen with the naked eye, but a computer can detect the difference in time to start falling.

To add, it may take more effort to get the heavier object to move, but the gravitational force acting on it is also larger! So can think of those two effects counteracting with one another.

Zz.
 
For simple comparison, I think the same thought process can be followed as a block slides down a hill, - for block down hill, simple starting PE of mgh to final max KE 0.5mv^2 - comparing PE1 to max KE2 would result in finding the work friction did through the process. efficiency is just 100*KE2/PE1. If a mousetrap car travels along a flat surface, a starting PE of 0.5 k th^2 can be measured and maximum velocity of the car can also be measured. If energy efficiency is defined by...

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