Let g(t)=t−35 represent the instantaneous growth rate, in hundreds of bacteria per minute, of a culture for t>3 minutes. Which of the following best interprets the statement t→3+limg(t)=∞ in the context of the culture?
a) The growth rate decreases without bound as time approaches 3 minutes from the right.
b) The growth rate stabilizes at 5 hundreds of bacteria per minute as t approaches 3 minutes.
c) As time approaches 3 minutes from the right, the growth rate becomes increasingly large without bound.
d) The number of bacteria becomes infinitely large exactly at t=3 minutes.