A cube of side l rests on a surface . By what height will the centre of mass of cube rise if a bullet is fired with velocity v at a length 2/3l from the surface.
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A cube of side l rests on a surface . By what height will the centre of mass of cube rise if a bullet is fired with velocity v at a length 2/3l from the surface.
I don't believe this problem can be solved with the linited anount of information provided. We need to know:
- mass of the cube
- the type of collision between bullet and cube - is it elastic? Ineleastic? Or does the bullet penetrate the cube some distance?
- the type of friction between cube and the floor - is it frictionless? Or does it have a static coefficient of friction that keeps it from sliding?
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