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A mass initially at rest at the origin explodes into three fragments of equal mass. Two of the fragments have speed each and move perpendicular to each other. The third fragment will move with a speed
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From law of conservation of momentum

net moment of the of the first two particles moving with velocities v is
From the conservation of linear momentum momentum of the third particle must be
to make resultant of momentum due to all three particles zero

net moment of the of the first two particles moving with velocities v is
From the conservation of linear momentum momentum of the third particle must be
to make resultant of momentum due to all three particles zero
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