Question

10:Two charges separated by a distance of 1.5m are fixed in place as shown. A: In which region (I, , orI) along the line connecting the charges is it possible for the electric field to be zero? Explain an C B: Find the exact location where E-0. C: A charge Q is placed at the location you just determined. What happens to it? Explain.

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Solving the problem by calculating the net electric field due to the given point charges and locating the point where net electric field is zero .

Queshon (lo) Drawnq he qiven surono and salving the proble m As we Know that the elechic fred duet, apont choryc ak a distan υ.γ. lt vin b and also, the direchon etech fed alut to a posih rchar e ways away fom d wherea» elechmc fred due to a naahur charged alway」 fowards the chary. art A 8 Now Auu pnt P Toa and sna beth s ae art por hw Chages J the elechi fred due to both q A7s would bl Leftward, and hena, non-zero n다 e1echc field here also the elecnc feld due to qA would add uh aj hey both would alsn g ghtward dircdhun Hena, non-zero etedmt freld,lets ont th the T^ron (i) as shown, - Nouw 2 an So the elechoc freld alue toA oould be ght wardd 8 would be lefhwards then might be chana) sr >o b lwher« the net elecme feid tould be zo 1so Now Ea= ele chm( fred due to similarl EBs elechne freld due to qBai 2B2 I.5-212og So, the molniんd/ 7Gulant buld be EIA) and given b Yechor laws Cos - 2. EtPEA EB EA EB IV usin 2 2子 2. So, uuin4 quad rar-2427) not acce ptable value wouud -SY 66.136 cant bc 2tà 2= 0.6742 m kinu ah As we Know that ev chorge chage pr ua curtam elekne field at al the ponb around t dl ohenevir an havin maa nihidu So, ai the auven or dekr mned pent, as we can see tha- Hun, thert woulol bc Zero foru bna applied to H caus remain stahbnara at that pont.

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