In the ideal central region, each checked sample vector has the same magnitude and direction. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Sample the central region

The diagram samples the central region at 3 points.

sample count=3\text{sample count} = 3
Uniform field samplesGrouped vectors must share identical signed displacement.4 N/C4 N/C4 N/C

Read the same field each time

Each sample vector reads 4 newtons per coulomb and points the same way.

Eeach sample=4 N/CE_{\text{each sample}} = 4\ \text{N/C}
Uniform field samplesGrouped vectors must share identical signed displacement.4 N/C4 N/C4 N/C

Position changes, field does not

The sample points are at different positions between the plates, but the ideal central field stays the same at each checked sample.

xE34 m4 N/C32 m4 N/C94 m4 N/C\begin{array}{c|c}x&E\\\tfrac{3}{4}\ \text{m}&4\ \text{N/C}\\\tfrac{3}{2}\ \text{m}&4\ \text{N/C}\\\tfrac{9}{4}\ \text{m}&4\ \text{N/C}\\\end{array}
Uniform field samplesEvery table row is represented by one checked vector.4 N/C4 N/C4 N/C