Imagine that at some time $t$, there are $N(t) = 4$ objects. At this moment, what is the expected value (or average) of $T$? At this moment, what is more likely: that $T$ is between $0$ seconds and $10$ seconds or that $T$ is between $10$ seconds and $20$ seconds?
What is the probability that Hunter has a nightmare any given night?
Last night, Hunter had a nightmare. What is the probability that he watched a drama show that evening? A romance show? A horror show?
Calculate a formula for $P(F \lt 3 \,|\, D)$ in terms of $P(D \,|\, F \lt 3)$.
Calculate a formula for $P(D \,|\, F \lt 3)$ in terms of $P(F \lt 3, D)$.
Sketch a the probability distribution of the random number $F$.
Modify both the stochastic model and the deterministic model to include the effect of a carrying capacity of $K=1170$ plants.