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Calculate the electric potential due to the two point charges and the disk at the point P1 located (2,0,0)
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- The radius and surface charge density of a uniformly charged spherical shell are 20 cm and 0.3 mC—2ų respectively. Calculate the electric potential at a distance (a) 40 cm (b) 15 cm from the center of the shellConsider an infinitely long cylindrical shell with inner radius R and outer radius 2R.The volumetric charge density changes as p = 12r.Where r is the distance from the axis of the cylindrical shell. Find the potential difference between points A and B at 3R and 4R distances from the axis, respectively.In the figure set V = 0 at infinity and let the particles have charges q1 = +q = -5.00×10-5 C and q2 = -5q. They are seperated by d = 50 cm, with q1 located at the origin. Locate any points on the x axis (other that at infinity) at which the net potential due to the two particles in zero. What is the positive position? What is a negative position?