Kinematic Problem: Bullet vs. Block Falling Speed Explained

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In the kinematic problem, the key question is whether the bullet or the block hits the ground first after the block is knocked off a post. The block, having a zero horizontal velocity component, is expected to fall straight down due to gravity, while the bullet travels at a high speed horizontally. The discussion introduces a scenario with two blocks in space, analyzing their velocities to determine which hits the ground first under different conditions. In both cases, the block's vertical motion is solely influenced by gravity, while the bullet's trajectory includes horizontal motion. Ultimately, the block will hit the ground first due to its vertical acceleration being solely affected by gravity.
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Homework Statement


A large very powerful gun shoots a bullet that easily goes through a block. In the process the block is knocked off the post and falls to the ground. Which hits the ground first, the bullet or the block. Why?


Homework Equations





The Attempt at a Solution


I am thinking that the block would fall to the ground faster because it has a zero x component of velocity, but I'm not sure if this is true.
 
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Let me give you a new problem that might help you see this problem in new light.

2 blocks are floating in space at let's say x= 0m y= 5m (they are separated on the z axis, but they won't change their z coordinates so we can ignore them, but they're not at the same point in space is what I'm getting at). We will use standard 2d coordinates, x is left and right, y is up and down. At some time I hit both blocks and they instantaneously acquire their (constant) velocities. Let's say block A moves with a velocity <5, -1> and block B moves with a velocity <0, -1> which one hits the ground first?

Now, same initial situation, but this time they're going to accelerate. When I hit the blocks block A moves at
<10 , -9.8t> and block B moves at <10 , -10t>. Now which one hit's the ground first?
 
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