Inelastic Collision from different but not opposite directions. HELP

AI Thread Summary
In a completely inelastic collision, two skaters collide and move together post-collision. Alfred, weighing 83 kg and moving east at 6.3 km/hr, collides with another skater weighing 55 kg, moving north at 7.8 km/hr. To find the final velocity after the collision, momentum must be treated as a vector, requiring the use of the equation M1V1 + M2V2 = (M1 + M2)V'. The velocities should be broken down into their respective components due to their different directions. This approach will guide the solution to the problem effectively.
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Homework Statement


Two skaters collide and embrace, in a completely inelastic collision. Alfred, whose mass is 83 kg is originally moving east with a speed of 6.3km/hr. The other skater (m=55 kg) is originally moving north with a speed of 7.8km/hr. What is the velocity (magnitude and direction) after the collision?


Homework Equations


1)M1V1 + M2V2 = (M1 + M2)V’
2)F∙Δt = M∙Vf - M∙Vi
3)P = MV
4)Ft = Δp
5)I = MVF - MVi

The Attempt at a Solution


M1= 83kg
V1= 1.75 m/s
M2= 55kg
V2= 2.17 m/s


Honestly I have no idea where to even start. I know how to do regular inelastic, and elastic, collision problems. This is an extra credit problem that I am trying to do, so if anyone could show me how to work one of these out or could hint me in the right direction it would be very much appreciated! :)
 
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Okay. So you start off with the equation M1V1 + M2V2 = (M1+M2)V'. Treat momentum as a vector and solve for it in components.
 
keep in mind that the velocities of each skater are on different axes
like ben.tien said, use that equation M1V1 + M2V2 = (M1 +M2)V and add the velocities as vectors in components. That should get you on the right path
 
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