Finding Momentum of a fragment after explosion

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The discussion revolves around calculating the momentum of fragment 2 after an explosion, given the momentum of fragment 1 as 23 kg·m/s at an angle of 28° RCS. Participants emphasize the importance of using conservation of momentum principles, breaking down the momentum into x and y components to solve for the unknown fragment. The conversation highlights the need to apply the equations for momentum and trigonometric functions to find the relationship between the fragments. There is a recognition that this problem differs from previous stationary object explosions encountered in class. Overall, the focus remains on applying conservation laws to determine the momentum of the second fragment.
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Homework Statement


A small explosive device slicing to the right breaks into two pieces. The momentum of fragment 1 after the explosion is 23kg.m/s 28°RCS

1Physics.jpg


What is the momentum of fragment 2 after the explosion?

Homework Equations


PT=PT'
P=mv
Rx= Rcos∅
Ry= Rsin∅
R= √x2+y2

The Attempt at a Solution


This is all the information given. I haven't a clue at how to even begin with this one. We generally receive minimal instruction, and we haven't done a single problem like this one. Everything else was a stationary object exploding and we were given masses and velocities and times.

Do I break it down into x and y components and find out the momentum of the grey line, then use that, combined with the 21° (331°?RCS(no clue if that's right, seeing as he went out in left field the other day with the rcs)) to get the momentum of fragment 2? That's the only thing I can think of
 
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Vertical component of momentm is also conserved.
Try to find the relation connecting sine components of the two pieces.
 
I was just about to ask what a feynman diagram was doing in introductory physics, then I read the question :D

it's all conservation of momentum!
 

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