Compute and graph Pr N(t) 2 as a function of time Find the maximum Why does the maximum occur later than the maximum of Pr N(t) 1 Molecules leave a cell at rate 0 3 s Let N(t) be the random variable measuring the number of cells that have left as a function of t Consider times t between 0 and 10 ...

PrNt 2 03t 2 e 03t 2 The graph increases t ...

Compute and graph Pr[N(t) = 2] as a function of time. Find the maximum. Why does the

Question:

Compute and graph Pr[N(t) = 2] as a function of time. Find the maximum. Why does the maximum occur later than the maximum of Pr[N(t) = 1]?
Molecules leave a cell at rate λ = 0.3/s. Let N(t) be the random variable measuring the number of cells that have left as a function of t. Consider times t between 0 and 10.