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Two nonconducting plates A and B of radii 2R and 4R, respectively, are kept at distance x and 2x from the point charge q. A surface cutout of a nonconducting shell A is kept such that is center coincides with the point charge. Each plate and spherical surface carries surface charge density `sigma`. If `F_A,F_B,and F_C` are the forces on plate A, plate B, and spherical surface C due to charge q, respectively, thenA. `F_A = F_B = F_C`B. `F_CltF_BltF_A`C. `F_CgtF_BgtF_A`D. `F_A=F_BgtF_C` |
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Answer» Correct Answer - D For A and B we know that Flux `=phi=intE.ds` Force `=intsigmaE.ds=sigmaintE.ds=sigmaphi` As flux due to charge q in each plate is same force will be same. For C we have taken the horizontal component of electric field , but for As force due to one plate on another plate is same, hence `phi` due to 1 in another and due to 2 in 1 will be same. When x and R increased `phi` in plate due to charge remains same, hence force due to charge on plates does not change. |
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