One molecule is observed for 20 seconds, and follows From the above set of data, estimate the

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One molecule is observed for 20 seconds, and follows
One molecule is observed for 20 seconds, and follows
From the

From the above set of data, estimate the probability that a molecule that is inside a cell leaves during a given second, and the probability that it returns. Write a discrete-time dynamical system for the probability that the molecule is inside and find the equilibrium probability. How does the equilibrium probability compare with the fraction of times the molecule actually was inside?

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