Raymond B. answered 01/26/23
Math, microeconomics or criminal justice
1/2 = e^rt = e^3r
ln.5 = 3r
r = ln.5/3 = -.231= daily decay rate of about 23.1%
in one day
A =Pe^rt = 2e^-.231t = 2/e^.231(1) = about 1.57 in one day
1.57/2 = about .785 = 78.5% of a dose left in the body after one day
A= Pe^-.231(3) = 2/e^.693 = 1 in 3 days. 1 is half 2. 1/2 =50% left after 3 days