1) the concentration c of a certain drug in a patients blood stream t hours after the injection is given by c(t)=t 2t^2+1 find the horizontal asymptote of c(t) what happens to the concentration of the drug as t increases?

Since time is always moving forward, you can only have (t>0) (where (t=0) indicates the start time of an event, in this case injection of the drug).

This means you only need to check the end behavior of the function as t to infinity. If (t) approaches a certain value, then you say the horizontal asymptote is at the line (y=certain value). What you need to do: Evaluate limit of t to infinity / C(t)

Is not

Step-by-step explanation:

The reason is because the triangle does not have a right angle.

Hope that helped :)