Final answer:
The electrostatic pressure is the same at all points between two ideally infinite parallel metal plates, assuming the points are within the uniform field region and not near the plate edges.
The correct answer is none of all.
Step-by-step explanation:
Without a specific context or diagram indicating the locations of points A, B, C, and D, it is challenging to determine which point has the strongest electrostatic pressure. Electrostatic pressure depends on factors such as the charge distribution and distances between charges. If you can provide more details or clarify the context, I'd be better able to assist you.
When considering the electrostatic pressure or electric field strength between two parallel metal plates, it is important to understand that the electric field is uniform between the plates, assuming they are ideal and infinitely large compared to the distance between them.
Therefore, the electric field will be the same at all points between the plates, including Point A, Point B, and Point C. However, if Point D is outside the uniform field region or near the edge of the plates, the field may be weaker there due to edge effects.
As this is not specified, we must assume that points A, B, and C are within the uniform field region, making the field strength the same at each point. In summary, given the information and common assumptions about parallel plate capacitors, the electric field strength is the same at every point between the plates, and thus the electrostatic pressure would be the strongest at none of the points, as it is uniform.