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Determine the electric potential due to a uniformly charged ring (total charge Q = 6.0 nC and
radius a = 0.40 m) at point P a distance x = 0.80 m from the center, as shown in the figure belov
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Not yet answered Marked out of 1.00 Particle 1 (with a charge of 5 µC) and particle 2 (with a charge of 3 µC) are fixed in place with separation d cm. on the x axis shown in the figure below. Particle 3 (with a charge of -q3 µC) is fixed to the right of particle 2 and at a distance x= 7.2d cm. If the electric potential energy of the three particles is zero, find q3. 3 a. 18.18 b. 14.61 C. 21.74 d. 16.40 e. 19.96 2.
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= Two charged point-like objects are located on the x-axis. The point-like object with charge 9₁ 92 = -2.20 μC is located at X2 = -1.80 cm. (a) Determine the total electric potential (in V) at the origin. V (b) Determine the total electric potential (in V) at the point with coordinates (0, 1.50 cm). V 5.10 μC is located at X₁ = 1.25 cm and the point-like object with charge
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?