Bullet hitting stationary Target.

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A bullet weighing 0.005 kg and traveling at 20 m/s penetrates a fixed target, coming to rest in 0.01 seconds. The calculated acceleration is 2000 m/s², and the distance penetrated is determined to be 30 cm using the formula S = Ut + 0.5 at². Participants discuss the direction of acceleration, noting that it is negative because it opposes the bullet's initial velocity. The consensus is that the approach to solving the problem is correct, but the direction of acceleration must be considered for accurate calculations. Overall, the method and reasoning behind the calculations are validated, leading to a confirmed answer.
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A bullet of 0.005 kg traveling at 20m/s penetrates deeply into a fixed target and is brought to rest in 0.01 sec. The distace through which it penetrates is:

I used,

acceleration= V/t
= 20/.01
a = 2000 m/sec sq

Distace covered = Ut+0.5 at^2
= 20*0.01+0.5*2000*(o.o1)^2
S= 30cm.

Is it correct or any other solution is possible..?
 
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The initial speed and the acceleration have opposite directions.
 
@willem2:

How is tat? can you please elaborate.
 
Does the bullet slow down or speed up as it moves through the block? So is acceleration positive or negative?
 
Acceleration reduces as the bullet enters the target.
 
so acceleration is negative...
 
Adarshaero said:
so acceleration is negative...

The velocity reduces as it passes through the target. So yes, acceleration is negative (in the direction opposite to the velocity).
 
I understand ur point. So is the approach right? And how about answer?
 
The approach is fine. How about the answer? Have you calculated one with the new knowledge about the acceleration direction?
 
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