The discussion revolves around a circuit problem involving a combination of resistors, all with resistance R ohms, and seeks to determine the total resistance across points A and B.
Participants have identified some relationships between resistors, such as series and parallel connections, and are working through the implications of these configurations. There is ongoing exploration of how to simplify the circuit and calculate the total resistance.
Some participants express uncertainty about how to incorporate certain resistors into their calculations, indicating potential gaps in information or understanding of the circuit layout.
No, there are multiple paths that current could take from A to B. Look for opportunities to combine series and parallel resistances to reduce the circuit complexity.Hashiramasenju said:
I could do the part i) I am stuck with the part ii)gneill said:No, there are multiple paths that current could take from A to B. Look for opportunities to combine series and parallel resistances to reduce the circuit complexity.
Your Relevant Equations should have included the formulas for combining resistances.
Yes, so can you reduce the whole network down to a single resistance?Hashiramasenju said:
Looks good.Hashiramasenju said:
