4. Three charged, concentric, partial-circle thin rings are placed with the origin of the coordinate system at a uniform linear charge density of 2j. The middle positively charged semi-circle thin ring (shown in blue has a radius R; and a uniform linear charge density of d2. The inner positively charged quarter-circle thin ring (shown in green) has a radius R1 and a uniform linear charge density of di. a. Calculate the total electric potential (i.e., voltage) at the "center" of the two rings. {Express your answer in terms of ,d2 , and 2.} YOU MUST SHOW ALL WORK AND CALCULATIONS TO GET CREDIT...NO EXCEPTIONS! leged at the center of the ring
4. Three charged, concentric, partial-circle thin rings are placed with the origin of the coordinate system at a uniform linear charge density of 2j. The middle positively charged semi-circle thin ring (shown in blue has a radius R; and a uniform linear charge density of d2. The inner positively charged quarter-circle thin ring (shown in green) has a radius R1 and a uniform linear charge density of di. a. Calculate the total electric potential (i.e., voltage) at the "center" of the two rings. {Express your answer in terms of ,d2 , and 2.} YOU MUST SHOW ALL WORK AND CALCULATIONS TO GET CREDIT...NO EXCEPTIONS! leged at the center of the ring
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How do we find for Q and please explain. I’m stuck on this homework problem and can’t figured out how to find for Q
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