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 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

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

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

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 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 momentum of the parts are 2Phati and Phatj The momentum of the third part will have a magnitude of: