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

An object , initially at rest , explodes in three fragments. The momentum of two pieces are - 3 p hat(i) and -4 p hat(j) where p is a positive number. The momentum of the third piece (i) will have magnitude 5p (ii) will make an angle tan^(-1) (4//3) with the x -axis (iii) will make an angle tan^(-1) (3//4) with the x -axis (iv) will have magnitude 7 p

An object initially at rest explodes into three fragments A, B and C .The momentum of A is phati and that of B is sqrt(3)phatj where p is a +ve number. The momentum of C will be

An object initially at rest explodes into 3 fragments A,B and C. The momentum of A is pi and that of B is sqrt(3 p hatj) where p is a positive number. The momentum of C will be

A bomb at rest explodes into 3 parts of the same mas. The momenta of the two parts are -2p hati and phatj . What is the magnitude of the momentum of the third part?

A bomb at rest explodes into three parts of the same mass. The momentum of two parts are - 2 p hat(i) and p hat(j) . Find the magnitude of the momentum of the third part.

An object initially at rest explodes into three equal fragments A, B and C .The momentum of A is phati and that of B is sqrt(3)phatj where p is a +ve number. The momentum of C will be

A bomb at rest explodes into three parts of the same mass. The linear momenta of the two parts are -2phati and p hati Calculate the magnitude of momentum of third part .

An object at rest in space suddenly explodes into three parts of same mass. The momentum of the two parts are 2phati and phatj . The momentum of the third part

A bomb at rest explodes into three parts of the same mass the momenta of the two parts are - 2 p hati and p hat j The momentum of the third part will have a magnitude of :