A bacteria population starts with 350 bacteria and grows at a rate of r (t) = (450.267) e1.12567t bacteria per hour. how many bacteria will there be after three hours? (round your answer to the nearest integer.)

Given that the bacteria has been modeled by the function:

r (t) = (450.267) e^ (1.12567t)

thus the number of bacteria after 3 hours will be:

r (3) = 450.267e^ (1.12567*3)

r (3) = 13,185.20623

The number of bacteria after 3 hours will be:

13, 185.20623