Bullet hits mass attached to spring with pic

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Homework Help Overview

The problem involves a bullet striking a mass attached to a spring, resulting in the compression of the spring. The objective is to calculate the initial velocity of the bullet based on the given parameters, including the mass of the bullet, the mass of the object, and the spring compression distance.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss using energy conservation and momentum principles to approach the problem. There is consideration of whether the bullet embeds in the mass or bounces off, which affects the conservation of energy. Some participants question the necessity of knowing the spring constant and its implications on the calculations.

Discussion Status

The discussion is active, with participants providing insights on the relationship between momentum and energy conservation in this scenario. Some guidance has been offered regarding the use of equations, and there is an acknowledgment of the importance of the bullet's interaction with the mass.

Contextual Notes

There is a mention of the spring constant being 200 N/m, and the assumption that the bullet sticks to the mass during the collision, which influences the approach to the problem.

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Homework Statement


A 20 gram bullet strikes a 15 kg mass attached to a spring. The mass aslides and compresses the spring by 12 cm. Calculate the velocity of the bullet initially.

Bullet......Mass...Spring
...D.......I--------I
........I...I~~~~~~~~|
......_____I_______I___________|

Homework Equations





The Attempt at a Solution



i was thinking to use (1/2) x (K) x (x squared) = (1/2) x (m) x (v squared)
then i was told to solve for p (momentum) (??) after using the above formula
 
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Your attempt is good. From that equation, you can find v (the speed of the mass just before it compresses the spring).
But what happens to the bullet? Does it get embedded in the mass? That information is important.
 
Hi, is the spring constant given? Yes, its different if the bullet stick with the mass or bounces off, but in this problem it should stick.
 
spring constant is 200 n/m sorry forgot to add it
 
In the cases that it sticks energy is NOT conserved but momentum always is.

m_{1}v_{1}+m{2}v_{2}=m{1}v_{3}+m{2}v_{3}

they stick soo mass and the bullet has the same velocity.

Then again use energy.
 
thanks once again bright wang
 

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