A patient is prescribed ml of pain medicine every hours and after hours % of the medicine remains in the patient's system. Use the equations: L = a/(1 - p) where $\displaystyle {L}$ is amount the pain medication is leveling off to, $\displaystyle {a}$ is the dosage amount and $\displaystyle {p}$ is the percentage of pain medicine that remains in the patient's system. a) What does the medication level off to after many many doses?

b) Find the exponential equation for the amount of medication in the bloodstream, $\displaystyle {A}{\left({n}\right)}$ after $\displaystyle {n}$ doses. Give all numbers to 3 digits (thousandths). $\displaystyle {A}{\left({n}\right)}=$.

c) Find the amount of medication in the bloodstream after doses. ml.