An oral dose os 2740 mcg is administered every 6 hours. The elimnation half-life of the drug is 4.5 hours and the absorption half-life is 20 minutes. The volume of distribution is 2.5 L and the fraction absorbed is 75%. (a) Find the steady-state concentration function Coo (t). (b) Find the maximum steady-state concentration ( Co. max ). (c) Find the minimum steady-state concentration ( Co. min ). (d) Once steady-state has been reached, how long after a dose has been administered is the concentration decreasing at the fastest rate (i.e. at the inflection point)? (e) Graph the steady-state concentration function for Osts 6 hrs. Label the maximum point and the inflection point. Click on the "Show window" button below. Enter c values as integers and t values with two decimal places. (a) Coo(t) = e-0.154t - e-2.079t mcg/ml (b) Coo.max = mcg/ml (c) Coo.min = mcg/ml