SOLUTION: Determine aa so that A(t) = A0atA(t) = A0at describes the amount of gold-194 left after tt days, where A0A0 is the amount at time t = 0t = 0. Round to six decimal places.

Algebra ->  Functions -> SOLUTION: Determine aa so that A(t) = A0atA(t) = A0at describes the amount of gold-194 left after tt days, where A0A0 is the amount at time t = 0t = 0. Round to six decimal places.      Log On


   

Question 1061185: Determine aa so that A(t) = A0atA(t) = A0at describes the amount of gold-194 left after tt days, where A0A0 is the amount at time t = 0t = 0. Round to six decimal places.
Answer by josgarithmetic(39618) About Me  (Show Source):
You can put this solution on YOUR website!
Your description is very poor. If you are trying to show a formula for exponential decay for some radioactive gold, express it this way:
A%28t%29=A%5Bo%5De%5E%28-kt%29
which could be shown in pure text as A(t)=A[o]e^(-kt). 
A%28t%29    Amount of the gold remaining after time t
t       Amount of time passage
A%5Bo%5D    Initial amount of the gold when t=0
k       A constant to be determined or given

If you are asking for a decay function, then that would be a good way to show it. Nothing to "round" to any decimal places, because no values were given in description, none in the question, so nothing to be evaluated or computed.