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A 130-KG tackler moving at 2.5 m/s meets head on(and tackles) a 90 k-g halfback moving at 5.0 m/s. What will be their mutual speed immediatley after the collison?
someone please check my work
m_{1}v_{1}+m_{2}v_{2}=v'(m_{1}+m_{2})
so v'=\frac{325+450}{220}
v'=3.52 m/s
Note that they meet head on. Direction matters!
Originally posted by Doc Al
Note that they meet head on. Direction matters!
so the m_{2}v_{2) becomes negative?
i dont understand what u mean by "direction matters"
Originally posted by bard
so the m_{2}v_{2} becomes negative?
i dont understand what u mean by "direction matters"
Yes, m_{2}v_{2} would be negative. If the two collide going the same direction (what you had originally plugged in) you get a totally different answer than if they collide going opposite directions (like in this problem). Momentum is a vector.
In this problem, the motion is along a straight line. So no angles are involved. But the sign sure does matter!
then i would get a negative v
since
v'=325-450/40=-3.125m/s
You divided by the wrong number, but yes the answer will be negative. And what does that mean?
yah i got the answer as -.57m/s. thnx
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