ring...

2 Answers

1
Euclid ·

ans. (4)

dE sinθ component of both halves cancel.

So E = ∫dEcosθ

where dE = kdq/r2

taking limits from 0 - Î /2,

we get E = q/2Π2ε0r2 along -ve y-dirn

1
Euclid ·

hey one typing error... that should be

E = ∫ 2 dEcosθ if limits are taken from 0 to Π/2
or
E = ∫ dEcosθ if limits taken from -Π/2 to Π/2

however the answer given in the above post is correct.

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