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## Homework Statement

I have two pucks colliding. PUck 1 has a mass of .545 kg. Puck two has the same puck mass, but also has a weight added onto it. I need to find the mass of puck two.

Velocity before and after for puck 1:

V1i = 2.0m/s[19°Below the Horizontal]

V1f = 3.0m/s[31°Above the Horizontal]

Velocity before and after for puck 2:

V2i = 4.33m/s[19°Above the Horizontal]

V2f = 3.36m/s[16°Below the Horizontal]

## Homework Equations

Conservation of momentum:

[itex]\vec{Pi}[/itex] = [itex]\vec{Pf}[/itex]

## The Attempt at a Solution

m1[itex]\vec{vi}[/itex] + m2[itex]\vec{vi}[/itex] = m1[itex]\vec{vf}[/itex] + m2[itex]\vec{vf}[/itex]m1[itex]\vec{vf}[/itex] - m1[itex]\vec{vi}[/itex] = m2[itex]\vec{vf}[/itex] - m2[itex]\vec{vi}[/itex]

m2/m1 = (v1f - v1i)/(v2f-v1i)

Now, I am supposed to draw vector diagrams for this but after that I get stuck. What do I do once I have drawn the vector diagrams for (v1f - v1i) and (v2f-v2i) ? I don't need someone to give me a full solution or anything, I just need some help to continue on the right track. I really appreciate any help!

Here is what I am getting by the vector diagrams by the way:

(v1f - v1i) = 2.3m/s [83° Above the horizontal]

(v1f - v1i) = -2.5m/s [78° Belowthe horizontal]

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