A level of more than 250 mg of a certain drug in the body is considered unsafe. Individual doses are 120 mg, and the drug is removed from the body according to the exponential decay equation x (t) = xoe-0.081 where t is measured in hours. How frequently can the drug be safely administered? Answer to the nearest 0.1 hour.

Q: Consider the exponential functions y=0.5*x , y=2*x , y=5*x . What value of x results in the same…

A:

Q: A lab sample decays exponentially in such away that the amount of the sample in grams t hours after…

A: Here, sample decay function is  s(t)=200(.74)t  which means that initially sample was 200gm. After…

Q: Suppose that inflation causes the value of a dollar to decrease at a rate of 4.5%per year.  To use a…

A: Given :-  Suppose that inflation causes the value of a dollar to decrease at a rate of 4.5 % per…

Q: Find the values of the constants a and b in an exponential function if f(0) = 25 and f(2) = 1

A: Please find the attached image below

Q: In 2003, 182 deer were introduced into a wildlife refuge area from which the population had…

A:

Q: The half-life of iron-52 is approximately 8.3 hours. Step 3 of 3: How much of a 13 gram sample of…

A:

Q: The​ half-life of a certain tranquilizer in the bloodstream is 45 hours. How long will it take for…

A: We have to find how long will it take for the drug to decay to 88​% of the original​ dosage using…

Q: A biologist observed a population of bacteria that grew at a rate expressed by the exponential…

A: