Solving Momentum Questions: Find Speed of Toy Car After Pellet Impact

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Homework Help Overview

The problem involves a pellet impacting a toy car with modeling clay, resulting in the car moving a certain distance before coming to rest. The context is centered around momentum and kinematics.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the application of kinematic equations to determine the speed of the car after the pellet impact. There are questions regarding the assumptions necessary for applying these equations, particularly in relation to momentum.

Discussion Status

Participants are exploring the calculations and assumptions involved in the problem. Some have noted discrepancies in the expected results and are considering the implications of these differences. Guidance has been offered regarding the assumptions typically made in momentum problems.

Contextual Notes

There is mention of potential typos in the provided answers and the need to clarify assumptions related to the conditions under which momentum is considered.

Fresko
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Homework Statement


A pellet is fired from a gun. the Pellet is fired horizontally into the a toy car, which has modelling clay attached to it. The pellet remains in the clay as the car moves.

The car travels a distance of 0.069M before coming to a rest at 1.3s

show that the speed of the car immediately after being struck by the pellet was about 1 m/s


Homework Equations



No idea, but it also asks in part 2, the assumption you made in order to apply the equation.


The Attempt at a Solution



my attempt was using the kinematic equations but I reached a value of 0.1 m/s which is no where near 1m/s
 
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using the kinematic equations is the correct approach. I also get your answer. Could be a typo in the book answer.
 
PhanthomJay said:
using the kinematic equations is the correct approach. I also get your answer. Could be a typo in the book answer.

It cannot be, the value is way off.
 
PhanthomJay said:
using the kinematic equations is the correct approach. I also get your answer. Could be a typo in the book answer.

Never mind, you are indeed correct and I apologise, I just realized I read the value for distance differently, the kinematic equations gave a value of 1.06m/s which is good enough for me.

However now I have to state an assumption in order to apply the equation I used.
 
The usual assumptions about under what conditions momentum is considered, you might think of others.
 

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