Can resistance ever be negative? If yes, what does it imply?

However, in some cases, a negative sign might appear in equations involving resistance due to the way the variables are defined. For example, in certain mathematical models or specific applications, a negative sign might represent the phase shift or relative direction of current in relation to voltage. This is more commonly encountered in the context of reactive components like capacitors and inductors, where the impedance (a complex quantity that includes resistance) can have both real and imaginary parts.

If resistance were to be interpreted as negative in a physical scenario, it would imply that the material or component is somehow "facilitating" the flow of current instead of impeding it. Such a situation would be counterintuitive and would violate the fundamental definition of resistance in electrical circuits. Therefore, it is essential to ensure the correct interpretation and context of any negative signs that might arise in electrical equations.