359340 An electric field of \(2000\;V/m\) is applied to an electric dipole at an angle of \(60^{\circ}\). The value of electric dipole moment is \({10^{ - 29}}Cm\). The potential energy of the electric dipole is found to be \(N \times {10^{ - M}}\). Find the value of \(N + M\) is
359340 An electric field of \(2000\;V/m\) is applied to an electric dipole at an angle of \(60^{\circ}\). The value of electric dipole moment is \({10^{ - 29}}Cm\). The potential energy of the electric dipole is found to be \(N \times {10^{ - M}}\). Find the value of \(N + M\) is
359340 An electric field of \(2000\;V/m\) is applied to an electric dipole at an angle of \(60^{\circ}\). The value of electric dipole moment is \({10^{ - 29}}Cm\). The potential energy of the electric dipole is found to be \(N \times {10^{ - M}}\). Find the value of \(N + M\) is
359340 An electric field of \(2000\;V/m\) is applied to an electric dipole at an angle of \(60^{\circ}\). The value of electric dipole moment is \({10^{ - 29}}Cm\). The potential energy of the electric dipole is found to be \(N \times {10^{ - M}}\). Find the value of \(N + M\) is
359340 An electric field of \(2000\;V/m\) is applied to an electric dipole at an angle of \(60^{\circ}\). The value of electric dipole moment is \({10^{ - 29}}Cm\). The potential energy of the electric dipole is found to be \(N \times {10^{ - M}}\). Find the value of \(N + M\) is