Calculate the e field at a distance

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Consider a ring of radius 3.5 cm with a uniform linear charge density λ = 4.6 C/m. Calculate the E field at a distance 3 cm from the center along the axis of the ring. 

2.79×1012 V/m A part of the above ring is cut off so that the remainder subtends an angle 66° at the center of the circle. Find the magnitude of the E field at the center of this new arc, assuming that the three-fourths of the charge was lost in the cutting process.

can someone answer the second question and  a similar one  in the following?

Two circular disks, each of area 1.70×10-4 m2, are situated parallel to one another (see figure). The distance between them is small compared with their radii. Both disks are uniformly charged; their charges per unit area are σ = 2.40×10-5 C/m2 for one and -σ = -2.40×10-5 C/m2 for the other. Compute the force exerted by one on the other. You may assume for the purposes of calculating the electric field that the discs are infinite in extent

 

Reference no: EM13966496

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