Horizontal Velocity Question: Which Object Falls First at 12m/s and 16m/s?

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When two objects are thrown horizontally at different speeds, their horizontal velocities do not affect the time it takes for them to fall to the ground. Both objects experience the same gravitational acceleration of 9.81 m/s² downwards, meaning they fall at the same rate regardless of their horizontal speeds. The object with the higher initial horizontal velocity does not hit the ground first; instead, they both reach the ground simultaneously if dropped from the same height. The key factor is that both objects will begin to fall at the same time, with their horizontal motion being irrelevant to the vertical fall. Therefore, the conclusion is that neither object falls first based solely on their horizontal velocities.
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Velocity Question Please help!

When two objects are thrown horizontally at the same time? one has velocity 12m/s and other has velocity of 16 m/s // which object would fall first?
 
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Well, the object is always experiencing one acceleration in this case: gravity, and we all know that is 9.81 m/s^2 down. So which of the balls will reach 0 m/s first, if one starts at 12 and the other 16? Neither one has an advantage in the rate at which they go to 0 m/s... They both move towards 0m/s at the same rate. One is just closer to being at 0m/s to start. So ... Draw your conclusion.

BTW, I say 0m/s because they are both accelerating down all the time. Once they reach 0m/s, they will be falling at the very next instant in time, so whichever reaches 0m/s first is the one that will be falling first.

And very obviously, whichever one starts moving towards the ground first is going to be the one that HITS the ground first. I hope that part is at least clear and assumed.
 


can you please eloborate on this... i think the one with higher speed hits the gorund first based on the information but please reply back
 
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