To find the voltage between two points in an electric field, one must consider the direction of the electric field and the chosen coordinate system. The integral limits depend on the specific path taken between the points, and the sign of the integral is influenced by the orientation of the differential length elements (dl) relative to the electric field direction. When dealing with uniform fields, such as between parallel plates, the calculations are straightforward, but in more complex scenarios, the approach may vary. It's essential to set up the integrals correctly to reflect the physical situation accurately. Understanding these principles is crucial for solving voltage problems in varying electric fields.