Q.
Figure (a) shows a uniformly charged ring of radius r. Its axis is along the x-axis and the ring is in the yz plane. Point P can be anywhere on the x-axis and in the xy plane. Figure (b) shows a uniformly charged disk of radius r. Its axis is along the x-axis and the disk is in the yz plane. Point P can be anywhere on the x-axis and in the xy plane. Figure (c) shows an infinite line charged uniformly placed along y-axis. P is a point on x-axis and P' in the xy plane. Ex, Ey and Ez are the components of electric field along x−,y−, and z−axis and EP and EP' are net electric fields at P and P', respectively. Now match the following columns.
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a
i-d, ii-a, c, iii-b, iv-a,c
b
i-b, ii-d, iii-c, iv-a
c
i-b, ii-a, iii-c, iv-d
d
i-c, ii-d, iii-a, iv-b
answer is A.
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Detailed Solution
In this case, electric field is totally zero because in (a) and (b) particle P can be at origin. For points P, P' in Fig. (c), electric field will be along x-axis only. Also, for point P in Figs. (a) and (b), Ex will remain nonzero while other two components of electric field will be zero. iii.→b. Only in the case of disk xy components of electric field will be present as per given statements.iv→a,c. For the two points P and P' in Fig. (c), the field will be same as these points are at equal distances from infinite line of charge.
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