how do i fix my mistake in this problem > axis of oseiliondiagam of dipele during oscillation+9> axis of oscillation &dipole moment of eltie dipode - P =qYorqus acting an dipel = = P Êndrtia of our elbchie dipale about avis of oscillation and** angulan velonity id'o is amgelen accalinationSo wi cam saythe negalis sign is the brcause Yongu octing on dipol isAastaning tagueIt is trying to bring buck elichie dipole into equilibaiumposition when it is suftering an angular displacement of 'eI die = -9JE0 whee 9,2, E and I ane constanton W:V 1E* - - a now this spuotion lork srodtly hke squation ofSHM which is dx: -wx whee xis linendisplocementthus es = VIE s angulen fruguencyOr morimem anglenIdisplacenent of lictiedipal18s phose of alidie dipuleIn2.So tatal moment of amertiaValne of Emand and E dupen de on tial eonditionsIt depends on bow wee are settime dipaleinto aso latiomNow we have t, fåmd I12204) Eny sin (wt ru)L.ke 6(t.)de 4) - w Omny cos (wt tu)NmNm.de (4) (a vilve)At+9<-46 cas (wt 1w)moment of imertia of a rad ot length lotmass Mabout an anis possing thrngh centir of mass isOH) +12sin fwbra)So moment of inertia of a particle of mass Nmwhich is ele distance away from axis of natalion isIp Nm Ul2)?= Nmeeton a it troome can solue eren if tfoConstCos(utta)So moment of inentia of two partichs of moss Nm and An electric dipole with atomic charges +q and -q are fixed to the ends of a rigid neutral moleculewith length C. The mass of the charges are Nm and the mass of the rigid rod-like molecule is M,note that N is the number of nucleons in each of the two charged atoms. The electric dipole is setoscillating in a uniform electric field, E. The net torque exerted on the dipole is 7 = xE. Findthe simple harmonic oscillation equation for the orientation of the dipole, the solution to the D.E.,and the angular frequency in terms of the given information. Be sure to include all undeterminedcoefficients.→ axis of oscillatondiagram of dipele during oscillation+4+9> axis of oscillation <dipole moment oft ebctic dipede - P = qTYorqu actingdipal=や-FX店anLof 14/1/22

So first of all you did a great job in solving such a complex problem. the only mistake you have…

An electric dipole with atomic charges +q and -q are fixed to the ends of a rigid neutral molecule with length C. The mass of the charges are Nm and the mass of the rigid rod-like mnolecule is M, note that N is the number of nucleons in each of the two charged atoms. The electric dipole is set oscillating in a uniform electric field, E. The net torque exerted on the dipole is 7 = 7xE. Find the simple harmonic oscillation equation for the orientation of the dipole, the solution to the D.E., and the angular frequency in terms of the given information. Be sure to include all undetermined coefficients. -4 +4 > axis of oscillation diagram of dipole during oscillition +4 axis of oscillation < dipole moment of ebctic dipede e - P = 9 %3D Yerque acting an dipal = = P XÈ