Find the x >> L limit of the potential of a finite uniformly charged rod and show that it coincides with a point charge formula. (Use any variable or symbol stated above along with the following as necessary: k and λ, the linear charge density of the rod.) V(x » L) * Why would you expect this result? O At great distances, the rod would look like two point charges of q = AL each. O At great distances, the rod would look like a point charge of q = AL. O The potential of a rod is independent of the distance from it. O At great distances, the rod would look infinitely long, and so would have the same potential as a point charge of q = AL.

Find the x >> L limit of the potential of a finite uniformly charged rod and show that it coincides with a point charge formula. (Use any variable or symbol stated above along with the following as necessary: k and λ, the linear charge density of the rod.) V(x » L) * Why would you expect this result? O At great distances, the rod would look like two point charges of q = AL each. O At great distances, the rod would look like a point charge of q = AL. O The potential of a rod is independent of the distance from it. O At great distances, the rod would look infinitely long, and so would have the same potential as a point charge of q = AL.