Two charges `+3.2xx10^(-19)` and `-3.2xx10^(-19)C` placed at `2.4A` apart from an electric dipole. It is placed in a uniform electric field of intensity `4xx10^(5) "volt"//m`. The electric dipole moment is

Two charges +3.2 xx 10^(-19)C and -3.2 xx 10^(-19)C placed at 2.4A^(@) apart form an electric dipole. It is placed in a uniform electric field of intensity 4 xx 10^(5) volt/m. The electric dipole- moment is

Two charges +3.2xx10^-19C and -3.2xx10^-19C are placed 2.4 A apart from an electric dipole.it is placed in a uniform electric field of intensity 4xx10^5 V/m . The electric dipole moment is

Two charges +3.2xx10^(-19)C and -3.2xx10^(-19)C placed 2.4 A^(0) apart form an electric dipole. It is placed in a uniform electric field of intensity 4xx10^(5)V//m the work done to rotate the electric dipole form the equilibrium position by 180^(@) is

Two charges +3.2 xx 10^(-19) C and -3.2 xx 10^(-9) C kept 2.4 Å apart forms a dipole. If it is kept in uniform electric field of intensity 4 xx 10^(5) vol//m then what will be its electrical energy in equilibrium ?

Two point charges of 3.2 xx 10^-19 C and -3.2 xx 10^-19 C are separated from each other by 2.4 xx 10^-10 m . The dipole is situated in a uniform electric field of intensity 4 xx 10^5 Vm^-1 . Calculate the work done in roating the dipole by 180^(@) .

Two point charges of 3.2 xx 10^-19 C and -3.2 xx 10^-19 C are separated from each other by 2.4 xx 10^-10 m . The dipole is situated in a uniform electric field of intensity 4 xx 10^5 Vm^-1 . Calculate the work done in roating the dipole by 180^(@) .

Two charges respectively of +3.2xx10^(-19) coublem and -3.2xx10^(-19) coulomb are separated by a distance of 2.4xx10^(-10) m . This dipole is placed in a homogeneous electric field of 4.0xx10^(5)V//m . Find (i) Electric dipole moment (ii) The maximum moment exerted on the dipole by the electric field. (iii) The energy necessary for rotating the dipole from equilibrium position to 180^(@) .