Calculating X componet of Velocity in collision

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Homework Help Overview

The problem involves a collision between two objects, where one object is initially at rest. The objective is to calculate the x-component of the velocity of the second object after the collision, using principles of momentum conservation.

Discussion Character

  • Exploratory, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to apply the conservation of momentum equation but expresses uncertainty about its correctness. Some participants ask for the full calculations to identify potential errors and confirm the setup of the variables.

Discussion Status

Participants are actively engaging with the problem, with some providing encouragement and suggesting that the original poster share complete calculations for better assistance. There is a focus on verifying the correctness of the initial assumptions and calculations.

Contextual Notes

The original poster notes a lack of sufficient information in the textbook, which may be contributing to their confusion regarding the problem setup and the application of the relevant equations.

connie5828
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Homework Statement



An object of mass 21 kg going to the right with
a speed of 27 m ⁄ s collides with a(n) 12 kg object at rest.
After collision the 21 kg object moves with a speed of 11 m ⁄ s
making an angle of 20 degree with the horizontal-right.
Calculate the x-component of the velocity of the 12 kg
object after collision.

Homework Equations


m1vlix+m2V2ix=m1vlfx+m2v2fx
I am not understanding if this is the right equation. My textbook is not giving enough information

The Attempt at a Solution


An attempt was made and the # wasn't even in the ballpark of the multiple choice answers.
 
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hi connie! :wink:

that is the correct equation …

show us your full calculations, and then we'll see what went wrong, and we'll know how to help :smile:
 
Let me start here:
M1=21
vlix= 27* cos 0o
m2=12
v2ix=0*cos0
vlfx= 11*cos20
v2fx=??

Are these correct before I go further? Thanks so much for the help.
 
hi connie! :wink:

(just got up :zzz: …)
connie5828 said:
Let me start here:
M1=21
vlix= 27* cos 0o
m2=12
v2ix=0*cos0
vlfx= 11*cos20
v2fx=??

Are these correct before I go further? Thanks so much for the help.

looks ok so far, but it would be better and quicker if you would show your whole calculations in one go (you only have to copy what you've already done), rather than a bit at a time :smile:
 

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