The figure to the right shows a thin rod with charge Q that has been bent into a semicircle of radius R. Find an expression for the electric potential at the center.
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Q: charge Q =2.8 n e of radius R=8.5 c
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- Consider the figure shown below. Q1=1.75×10−9 C and Q2=−8.7×10−9 C. Calculate the electric potential at the location marked '3'. Charges Q1, Q2, and point '3' are all located at integer coordinates that you can read off of the graph. Assume the electric potential at infinity is zero.Please don't provide handwritten solution .....Six negative point charges and two positive point charges are arranged in a circle as shown in the figure. The charges have equal magnitude. The magnitude of the electric potential generated by each charge is 120 V at the origin. What is the net electric potential generated by all the charges at the origin O? 90 y -Q Fig. A Answer: Net potential Answer: Net potential Volts Volts
- In the figure what is the net electric potential at point P due to the four particles if V = 0 at infinity, q = 2.43 fC, and d = 1.95 cm? + +q Number i UnitsSome region of space contains a uniform electric field, directed south with a magnitude 100 V/m. At point A in this field the electric potential is 400 V. The images provided are for each question. a. what is the electric potential at point B, which is 2 meters directly north of A? b. What is the electric potential at point B, which is 2 meters directly east from A?3. A thin circular ring has a radius R and charge3 Q distributed uniformly over its length. What is the electric potential at the center of the ring? Hint: this is very easy since every point on the ring is the same distance from the center. Therefore you don't need to integrate. а. 3Q, R b. What is the electric potential at a distance z along the axis of the thin ring? Comment: each point on the ring is still the same distance from point P. 3Q, R