A ring of radius R is uniformly charged, and it carries a total charge Q. At a point which is at a distance of R 3 from the center and lying on the axis of the ring, electric field due to half part is E 1 &amp; due to the other half part is E 2 , then A. E 1 E 2 = √ 3 1 B. E 1 E 2 = 1 √ 3 C. E 1 E 2 = 2 1 D. E 1 E 2 = 1

Question

A ring of radius R is uniformly charged, and it carries a total charge Q. At a point which is at a distance of       R          3       from the center and lying on the axis of the ring, electric field due to half part is       E    1   &amp;amp; due to the other half part is       E    2  , then  A.             E      1              E      2        =                    √            3        1   B.             E      1              E      2        =      1                  √            3       C.             E      1              E      2        =      2    1   D.             E      1              E      2        =  1

Tirasswmei · Accepted Answer

Using the symmetry concept, we can state that,      |        |                      E        →              1        |        |    =      |        |                      E        →              2        |        |  ∴ Option d is correct.

A ring of radius R is uniformly charged, and it carries a total charge Q. At a point which is at a distance of R/sqrt3 from the center and lying on the axis of the ring, electric field due to half part is E_1 & due to the other half part is E_2, then

Answered question

Answer & Explanation

New Questions in Advanced Physics