Two finite averages can be subtracted without claiming population statistics. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Each channel gets its own average

Channel A average is 7 volts and channel B average is 3 volts.

Aˉ=7 V,Bˉ=3 V\bar A=7\ \text{V},\quad \bar B=3\ \text{V}
Paired averagesTwo sample ledgers keep the channels separate.rawSamples=6,8 Vbaseline=0 Vsamples=6,8 Vcount=2sum=14 Vaverage=7 Vmin=6 Vmax=8 VrawSamples=2,4 Vbaseline=0 Vsamples=2,4 Vcount=2sum=6 Vaverage=3 Vmin=2 Vmax=4 V

The paired difference is finite subtraction

The measured difference is 7 minus 3, giving 4 volts.

7+(3)=4 V7+(-3)=4\ \text{V}
Paired differenceThis is paired arithmetic, not population inference.rawSamples=6,8 Vbaseline=0 Vsamples=6,8 Vcount=2sum=14 Vaverage=7 Vmin=6 Vmax=8 VrawSamples=2,4 Vbaseline=0 Vsamples=2,4 Vcount=2sum=6 Vaverage=3 Vmin=2 Vmax=4 V