The scenario that can be modeled by an exponential function is:
the number of weeds in a garden that decreases by 25% each week when the gardener pulls the weeds.
Exponential functions describe growth or decay processes where the change is proportional to the current amount. In this case, a constant percentage decrease each week represents exponential decay. The other scenarios either involve a constant decrease (linear) or do not follow a consistent rate, which do not fit the model of exponential functions.