Load voltage sums load-boundary deltas, not raw wave arrows. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

A load arrival includes its own reflection

The first load arrival is 8 volts, but the load-node change is 12 volts because the load reflection is included.

8(1+12)=128\cdot \left(1+{1\over 2}\right)=12
First load arrivalThe load delta is not a naive wave-arrow sum.linew0w1w2w3load Gamma 1/2source Gamma -1/2load total 9 V

The next load arrival subtracts from that total

The next forward arrival is -2 volts, so its load-node delta is -3 volts.

2(1+12)=3-2\cdot \left(1+{1\over 2}\right)=-3
Second load arrivalOnly load-boundary rows count toward load voltage.linew0w1w2w3load Gamma 1/2source Gamma -1/2load total 9 V

The visible load total is the partial sum after shown arrivals

The shown load-node deltas are 12 volts and -3 volts, for a visible total of 9 volts.

12 V+(3 V)=9 V12\ \text{V}+(-3\ \text{V})=9\ \text{V}
Partial load voltageThe total is the checked sum of visible load arrivals.linew0w1w2w3load Gamma 1/2source Gamma -1/2load total 9 V