The discussion revolves around calculating the electric potential at the center of a hollow metal sphere, given its potential with respect to ground and its charge. Participants express confusion regarding the relevance of the sphere's radius and the implications of the properties of conductors on electric potential.
Some participants have provided links to resources and posed questions to guide understanding, while others express ongoing confusion about the concepts involved. There is a mention of a participant arriving at an answer, but the reasoning behind it remains unclear, indicating a lack of consensus on the underlying principles.
The original poster notes the absence of the sphere's radius as a potential constraint in solving the problem. There is also uncertainty regarding the interpretation of charge distribution within the conductor.
NeedPhysHelp8 said:Thanks for the link, but I'm still very confused i don't even know where to start at. You said since its a conductor all points inside have the same electric potential so does this mean that i can find the potential at the surface and be right. And would the charge enclosed just be 4.4 X 10-9 C given in the question. I'm not too sure about what surface you're talking about.