Impulse and Momentum: Gernade Problem

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Homework Help Overview

The problem involves a grenade of mass 10 kg that explodes into three pieces, with two pieces moving off in specified directions. The objective is to calculate the velocity of the third piece based on the conservation of momentum.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the conservation of momentum and the need for vector addition to solve for the velocity of the third piece. There are questions about the correctness of the methods used and the interpretation of the teacher's instructions.

Discussion Status

The discussion is ongoing, with participants exploring different methods to approach the problem. Some guidance has been offered regarding treating momentum as vectors and separating components, but there is no explicit consensus on the correct approach or solution.

Contextual Notes

Participants mention challenges in communication with their teacher due to the online format of the class, which may affect their understanding and ability to clarify doubts.

Avis
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Homework Statement


A grenade of mass 10kg explodes into three pieces in the same plane, two of which, A(5.0kg) and B(2.0kg), move off as shown. Calculate the velocity of the 3.0 kg third Piece, C
scan0001.jpg


Homework Equations


Pt=Pt'


The Attempt at a Solution


scan0002.jpg


I do not get the right answer at all. I'm not sure where I'm going wrong.
 
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Figure momentum is going to be conserved.

Isn't it really a matter of vector addition?

Pa = Ma*(-Va*cos30 i + Va*sin30 j)
Pb = Mb*(...

These added together give you -Pc don't they?
 
I'm not really sure what you mean. The way I did is the way my Teacher told me to. I'm my class is tough through Video Conference so its hard to ask her. I told her I wasent getting the right answer and she said to do it exactly the way i have it. Her answer is 128.93 m/s [R82°D]
 
Avis said:
I'm not really sure what you mean. The way I did is the way my Teacher told me to. I'm my class is tough through Video Conference so its hard to ask her. I told her I wasent getting the right answer and she said to do it exactly the way i have it. Her answer is 128.93 m/s [R82°D]

I was merely treating momentum as vectors and taking the components independently.

As an alternative method, consider the momentum in x and the momentum in y, separately.

Pax + Pbx + Pcx = 0

and

Pay + Pby + Pcy = 0

Once you have determined the components of Pc then you can use Pythagoras to give you Pc.
 

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