Please answer everything

If a function f represents a system that varies in time, the existence of lim f(t) means that the system reaches a steady state (or equilibrium). For the system of the population of a culture of tumor cells given by p(t) = , , determine if a 3500t steady state exists and give the steady-state value. For which of the following situations does there exist a steady state? A. lim f(t) = k, where k is a finite number OB. lim f(t) = + 00 1-0o OC. lim f(t) does not exist and is neither co nor - oo t-> oo Determine if a steady state exists for the given system and give the steady-state value. Select the correct choice below and, if necessary, fill in the answer box to complete your choice. O A. A steady state for the given system exists and the steady-state value is O B. A steady state for the given system does not exist