PLEASE HELP!! The number of milligrams of a drug that remains in a patient's system after t hours is given by the function A(t) =ie^rt. Jordan was given 350 milligrams of medicine which leaves his bloodstream at a rate of 20%. How much of the medicine remains in his system after 4 hours?
A(t) = lert ? what does that mean ?
Ie^rt
r i think is rate, what is le ?
ok, wait, e is exponential, so, we need 'i' first. when A(t) = 350 350 = i e^ (20/100 * t)
is it like \(\large ie^{rt}\) or \(\large ie^rt\)
anyways with given information, i don't think its possible to find what is required..
Yes it is like how you wrote it! @hartnn
means ? and thats because we won't be able to find the value of i .
yeah, i would say, the given information is insufficient. but if you can, post the screenshot of the question ?
It looks just like I put it but with the answers The number of milligrams of a drug that remains in a patient's system after t hours is given by the function A(t) =ie^rt. Jordan was given 350 milligrams of medicine which leaves his bloodstream at a rate of 20%. How much of the medicine remains in his system after 4 hours? 12.91 mg 35.77 mg 108.46 mg 157.27 mg
ok, then i assume, 350 mg was given 'initially' , now it'll be solvable , so, at t=0, A(t) =350, implies i=350 at t= 4 hrs, A(t) = 350 * e^ (20/100 * 4) = 350 * e^(4/5) =.... ?
157.27 mg?
i am getting 778mg which is not in the choices, how you got 157 ?
I guessed.
I don't understand this question!!
that 'i' is bugging me. and what i get is not in the choices.....sorry.
It's fine..Thanks for the help anyways :D Which one would you guess?! Ha
guesses could be wrong, i closed my eyes and picked up C.
ok, yes.
oh, did you miss the -*minus* sign ??? \(\huge A(t)=ie^{-rt}\) ?
yes, you did ! 350 e^(-20/100 * 4) = 157.26 -_-
Oh no it's just ie^rt so 157.26 must be wrong..
if its just ie^rt in you question, then the QUESTION must be incorrect.
I didn't miss any signs. I'm going to email my teacher..
okay.
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