A count rate is observed decays divided by the time window. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Count rate is decays per time

24 decays over 6 seconds gives a rate of 4 per second.

24÷6=4 1/s24\div6=4\ 1/\mathrm{s}
Count-rate windowThe rate is a window count divided by time.decays=24t=6 srate=4 1/s

This is a counted window, not a decay fit

The lesson does not infer a decay constant; it only checks the 24-count window.

rate=4 1/s\mathrm{rate}=4\ 1/\mathrm{s}
Count-rate boundaryNo stochastic model is hidden in the diagram.decays=24t=6 srate=4 1/s