How long does it take for the dart to travel the length of the barrel?

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SUMMARY

The discussion focuses on calculating the time it takes for a dart to travel the length of a 1.5-meter barrel of a primitive blowgun, given that it exits the barrel at a speed of 12 m/s and is uniformly accelerated. The initial approach using the formula t = d/v was incorrect due to the assumption of constant speed rather than acceleration. The correct method involves determining the acceleration first, as the dart starts from rest, and then applying kinematic equations to find the time taken.

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Homework Statement


The length of the barrel of a primitive blowgun is 1.5 m. Upon leaving the barrel, a dart has a speed of 12 m/s. Assuming that the dart is uniformly accelerated, how long does it take for the dart to travel the length of the barrel?



Homework Equations



I was thinking of using t=d/v.


The Attempt at a Solution


So it might be t=1.5/12
t= .125 s? but that doesn't sound right at all.
 
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musicxisxlove said:

Homework Statement


The length of the barrel of a primitive blowgun is 1.5 m. Upon leaving the barrel, a dart has a speed of 12 m/s. Assuming that the dart is uniformly accelerated, how long does it take for the dart to travel the length of the barrel?

Homework Equations



I was thinking of using t=d/v.

The Attempt at a Solution


So it might be t=1.5/12
t= .125 s? but that doesn't sound right at all.

The dart is uniformly accelerated. Your approach would not satisfy this condition.

Go to this link and see if there aren't some equations that might help you:
https://www.physicsforums.com/showpost.php?p=905663&postcount=2
 
Oh... I see. Hm... my teacher didn't exactly cover any of the problems that he assigned to us except questions about displacement. I don't know how to even start this out.
 
musicxisxlove said:
Oh... I see. Hm... my teacher didn't exactly cover any of the problems that he assigned to us except questions about displacement. I don't know how to even start this out.

Look at the equations at the link I gave.

You are given Velocity at a distance from the start of the pipe. You can figure it started at rest when it left Sharpie the Blow Man's lips. Perhaps you can figure the acceleration and from that figure the time?
 

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