2. Now consider a full ring (i.e., now goes from 0 to 2x) with linear charge...

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2. Now consider a full ring (i.e., now goes from 0 to 2x) with linear charge density > and radius R. The ring lies in the x-z plane with its center at the origin. (a) Integrate the expression from 1c to find the y-component of the electric field due to the full ring of charge (Ey) at a point on the y axis (0,0). DEY KAR (82+825312 KA.R.d d 0 (2+2)3122 = (b) Integrate the expression from 1d to find the x-component of the electric field due to the full ring of charge (Ex). = - X R k r3 Sind 2. Now consider a full ring (i.e., now goes from 0 to 2x) with linear charge density > and radius R. The ring lies in the x-z plane with its center at the origin. (a) Integrate the expression from 1c to find the y-component of the electric field due to the full ring of charge (Ey) at a point on the y axis (0,0). DEY KAR (82+825312 KA.R.d d 0 (2+2)3122 = (b) Integrate the expression from 1d to find the x-component of the electric field due to the full ring of charge (Ex). = - X R k r3 Sind