A bomb at rest explodes into three fragments of equal massses Two fragments fly off at right angles to each other with velocities of `9m//s` and `12//s` Calculate the speed of the third fragment .

The object at rest suddenly explodes into three parts with the mass ratio 2:1:1 . The parts of equal masses move at right angles to each other with equal speeds. What is the speed of the third part after the explosion?

A body of mass explodes at rest break up into three parts.If two parts having equal masses fly off perpendicularly to each other with a velocity of 18 m//s , then calculate the velocilty of the third part which has a mass 3 times the mass of each part.

A projectile is fired with velocity v_(0) at angle 60^(@) with horizontal. At top os its trajectory it explodes into three fragments of equal masses. First fragment retraces the path, second moves vertically upwards with speed (3v_(0))/(2) . Speed of the third fragment is

A stationary body of mass 3 kg explodes into three equal pieces.Two of the pieces fly off at right angles to each other, one with a velocity 2hati m//s and the other with a velocity 3hatj m//s .If the explosion takes place in 10 sec ,the average force acting on the third place in Newtons is:

A stationary body of mass 3 kg explodes into three equal pieces. Two of the pieces fly off at right angles to each other, one with a velocity 2hati m/s and the other with a velocity 3hatj m/s. If the explosion takes place in 10^(-5) s, the average force acting on the third piece in newton is

A bomb of mass 6kg initially at rest explodes in to three identical fragments On of the fragments moves with a velocity of 10sqrt3 hatim//s another frament moves with a velocity of 10 hatj m//s then the thired fragment moves with velocity of magnitude .

An object , initially at rest , explodes into three fragments of equal mass . The momenta of two parts are 2phati and phat j where p is a positive number . The momentum of the third part is