a body of mass 10 kg is dropped from a height of 1m on a hard smooth surface it bounce back to same height the magnitude of the change in momentum (kgm/s)
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Answered by
3
velocity of the object

therefore,
![\sqrt[]{2 0} = 4.4721 \sqrt[]{2 0} = 4.4721](https://tex.z-dn.net/?f=+%5Csqrt%5B%5D%7B2+0%7D+%3D+4.4721)
change in momentum is
mv-(-mv)
=2mv=2*10*4.471
therefore,
change in momentum is
mv-(-mv)
=2mv=2*10*4.471
Answered by
5
2gh=v^2-u^2
2*10*1=v^2-0
v^2=20
v=√20m/s or2√5
momentum=mass*velocity
=10*2√5
=20√5
2*10*1=v^2-0
v^2=20
v=√20m/s or2√5
momentum=mass*velocity
=10*2√5
=20√5
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