SOLUTION: A factory finds that the number of items it can produce per week after t weeks of production is approximated by C(t) = 31,000t^2+580/2t^2+5t+24 t >- 0. Theoretically, what is the m

Algebra ->  Graphs -> SOLUTION: A factory finds that the number of items it can produce per week after t weeks of production is approximated by C(t) = 31,000t^2+580/2t^2+5t+24 t >- 0. Theoretically, what is the m      Log On


   



Question 91083: A factory finds that the number of items it can produce per week after t weeks of production is approximated by C(t) = 31,000t^2+580/2t^2+5t+24 t >- 0. Theoretically, what is the most the factory could produce in a single week, according to this equation.

Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
The horizontal asymptote is 31000/2 = 15500
C(t) can never reach or exceep that value.
Cheers,
Stan H.